Device
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Figure
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Laboratory mill for the grinding of solid samples
Source of funding: Ministry of Agriculture Project “Project „Improvement of Material and Technical Base of the Laboratory and Equipment of State Stende Cereal Breeding Institute””
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![1](/sites/arei/files/inline-images/1_3.jpg) |
Laboratory mill Knifitec
Source of funding: Ministry of Agriculture Project “Project „Improvement of Material and Technical Base of the Laboratory and Equipment of State Stende Cereal Breeding Institute””
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![2](/sites/arei/files/inline-images/2_1.jpg)
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Dryer cabinet
Source of funding: Ministry of Agriculture Project “Project „Improvement of Material and Technical Base of the Laboratory and Equipment of State Stende Cereal Breeding Institute””
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![3](/sites/arei/files/inline-images/3_2.jpg)
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Water tub
Source of funding: Ministry of Agriculture Project “Project „Improvement of Material and Technical Base of the Laboratory and Equipment of State Stende Cereal Breeding Institute””
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![4](/sites/arei/files/inline-images/4_1.jpg)
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Automatic pipettes
Source of funding: ESF project „Establishment of new scientific group for multi-sectoral study on the assessment of local selection material of cereals according to the parameters characterising its dietary potential and the possibilities of use thereof for the prevention of chronic intestinal diseases” Agreement No. 2013/0072/1DP/1.1.1.2.0/13/APIA/VIAA/032
![5](/sites/arei/files/inline-images/5.1_0.jpg)
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![5](/sites/arei/files/inline-images/5_1.jpg)
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Distillation block of nitrogen metering device
Source of funding: Ministry of Agriculture Project “Project „Improvement of Material and Technical Base of the Laboratory and Equipment of State Stende Cereal Breeding Institute””
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![6](/sites/arei/files/inline-images/6_1.jpg)
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Mineralisation block of nitrogen metering device
Source of funding: Ministry of Agriculture Project “Project „Improvement of Material and Technical Base of the Laboratory and Equipment of State Stende Cereal Breeding Institute””
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![7](/sites/arei/files/inline-images/7_1.jpg)
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Complex of devices for the determining of alpha amylase activity in cereals by using falling number method
Source of funding: Ministry of Agriculture Project “Project „Improvement of Material and Technical Base of the Laboratory and Equipment of State Stende Cereal Breeding Institute””
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![8](/sites/arei/files/inline-images/8_1.jpg)
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Laboratory scales
Source of funding: Ministry of Agriculture Project “Project „Improvement of Material and Technical Base of the Laboratory and Equipment of State Stende Cereal Breeding Institute””
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![svari](/sites/arei/files/inline-images/svari_0.jpg)
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Refrigerator
Source of funding: Ministry of Agriculture Project “Project „Improvement of Material and Technical Base of the Laboratory and Equipment of State Stende Cereal Breeding Institute””
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![9](/sites/arei/files/inline-images/9_1.jpg)
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Freezer
Source of funding: Ministry of Agriculture Project “Project „Improvement of Material and Technical Base of the Laboratory and Equipment of State Stende Cereal Breeding Institute””
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![10](/sites/arei/files/inline-images/10_2.jpg)
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Kiln
Source of funding: Ministry of Agriculture Project “Project „Improvement of Material and Technical Base of the Laboratory and Equipment of State Stende Cereal Breeding Institute””
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![11](/sites/arei/files/inline-images/11_1.jpg)
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Infratec NOVA
Determining of grain quality - express method
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+u/jSg/4TXUGQZLSREtuPP7tMdDXyT/AMFHLa8X4a2TQ3zQu9jfFmjUnecQ47Z7Dt0/KvDyOSlhab8kViF+5sfnTrXxE1eO0tW+yWbbW+b5SSD37n369fcZrW0PUItanjYxLGWbLFmGFP8AXPXP9ax9R/tkWUfk+Ib77/Xd83J5JB4B+nH6ioNAudTXVoj9vutqyKN0kjEkZwfun9OPqMV9JWqUWr2PHjFcvzO/1CygN3tx95M9Tj3Pp/QfrX25/wAElnii8P8AibMzYEGGY5wARJ0z+f8APFfD8sd6IFjluNysmd20c/rn156frj7Y/wCCSSXS6X4lluTuVrdg3OPlPmeufTv7danAv/aNA6o+3NbANnHibJbQLksvmnI/eyL6cHp3r4L8a28Z+ImtBZVQtrVwsnykbsStz6e+Pb619z6lf3vkQrdsoRtDuBu4bGS3XGD97nnHGOgxXxF4pLDx5rkksirt1Sc+Zz8xMz4+fk5xk8469+TXy/HknzUrdjOMdXch0rT8x7ULZK5ZsgYPrjPfA9+K6DToEiHlRiPGwBt3b/PP+RWZYI6TYAH3v+eeB+PtXQaVDAx3AD5QNwb64r8kxVRpNjdtSS1R9xy5+9yrYXv0q5BagZUhs4x06f5xj/PEq2UkZ529eelWYreFUwzgcDO7OB2z7dq8ipUXKyb+8Rw2cSp8qR9tu1eBXT2UCN4ZWMH52k2/Ngry2MHjpWPDskjVRJ/F8vHP0xXW+GbWO4tdNjngDKdQjXd06uOAK5qNROvHXqvzGvhfofTfiK2+z6dpdsy/MtvGMhuPu/h71JfRK2Ov3ce1Y3x48Raj4ftNPi8Pz263ksiGMXVu8kaoMAswVl5ywGCw655wRXGXd9+2N4clsfEHi/wZ4TvLHWNNjvdPjsme2lkt3J2SEmecKGALDIzg8jIIr9gw/h7xHn1P63h1BQm5KPNNJy5dG0vL9Ds/tGhhk4NN8qV7K6V9rna3UK4G0Dg/l1qhLBul2KB04615fq3xx+PNqtw0fwUsoYs4ib/hIDIyex2xfXnAxmsnQ/2lPiPLqy2fjL4W3enxuvyz6ZGLr5uOztEPXnd6fhjiPBXjyXw04O3aaBcRZXGOsn9zPXPGKiDwrelc7vIxxx146/56Vj/ArThL4oLyKzMtq27djj5hk8fX9a8r8bftOeIZNP8A7KbwL4gUXT7VkbS4UUqp65M3PPH5+gzofA74363pVxNq11o9xZrMfIjfUtNeQdRnAty5Kgrj16/h7GSeFvGGW1Izr0NE7u2pX9v5ZPTnPoz4srDa+C5JJcbW1CxRs8Ab7uFcdvU/4GvCfHTfa/EJUsflkxxkdy2evv1zXuF38Lv2o/jb4H0/UdH+DWpf2TqM1tdwXK6DcwysscyyKyiYqdrFBg7eUIIPIIo6t/wTZ/aA+K3hqbXpfizZ/DG+a52bfEfhm4lcxqigMB9wAnd/FnIzjHFfXxwOIw8eSas09ddjsVaNa0odjyfSdTubHWIdVhLLJHIJVmV+RIDkNn1B/Gtf4malffEnxvb+JtV8yS4uriMbt3Ab5V6d+AO/aur8P/8ABMD9orSbWa/m/br8E6ta2sbSXE0fh+3j8tRnDEyXUIXIycn05qXSf2Kv2rdZurG/+EHxe+H3jHT7e+3XVxb6hZRlcOCVBivp1zwRyeD65yPUnyyw6puel07We/3HLKNSNTnUHe1rj9IaPQPEVxqUducxx+WVX+Lnr+g7VT8Rzf2zf/bidmQPlb+Ht/n8fSvK/iJ8ftV+GHjLW/BHibx34ZuNY0u/mtb/AE/T/tztBcRMyvF5n2VonIbK5R2Xjrjmsuf46eP/ALAuoXuo+CdPLIu601L4maJZXUGRld1vcyJKrdeGQYPpXg4inKouWLur9Dup1OV3adz3r4WaQsWszSKqfLAQrJwOWHP+f6VpePYf30MJUEkNls9c4FeH/Cr9tTwHof26bx94o8K2W1Y/JmTxrpcu/G4MRsnAOW4GCc449K3PFf7TUPiKS18U+EPBusavpF1bL9n1XRtN+1WsnzsCRNHIUOCpzgnpXzvElGtTynltu0tr9bhPER1Z2D26KmFUf7I29KhniVRkfeWuJX9oXw1Zaa2oa1o2rWPl8N9q0S4VemeSFYDj07fnXD6x+1Xqo1Gb+yPEHhCOJpsQLfW+oB1U8/M20KcD2APt2/O40a19VbzOaWMopbnsnkMP4KK8SH7QPxOPL+Ifhup9P7Rc8djzKDyOeQKKfs5fy/h/wRfXaB+4+jkm4mB/vk/rX5/ftp6bFY/8FBtSczhWn8AaXc7lbGVN/LEB9cxfp7mvv/Smxe3AA/zxX54/t9699i/4KQf2ewH7/wCE+gldx/6jOrE/+gDpziv2/MNcjrLyf5G1ZXqpnkPxvYL401JBMvPknvx+6T9ef89/kn/gobJCnwtt1MrMrWt421vmDExp157Y+o9+lfVvx9YjxlqKIMboYC2G/wCmaD/PYGvlz9t4D/hUyuFUlY7hV3A/Luj68fT6f0+VyOUvqcOXsjTER/cXPz6t9L+3PHYRO0jzSKqRpDkyNngZ/Dt7fh93+Lv+Da7/AIKK+DbmA+Fj4A8WTB/31roXjBI5IsHHzC+S3X16M2D+nzh+wx4Tg8e/to/B/wAHSWccsWo/EzQraVZV8wFG1CFX3L3UKSSAOgOeMiu5/wCCifxPTxt+3h8YfE2jamsllN8RdYWzurW4YpLCl26RyKRwQyqGGD39DX1lKnTnTcp36LQ8ulCMqd35/oeqaj/wQG/4KvxBVg/ZeWWNFzuh8baJgnPQD7bn/wDUe+M/Sn/BP3/glD+3x8DtE1wfE/8AZ+vNNFxHiGOPW9PuDJw/AENw/qP5etfmHofxM8ZaDdrqujeMNUtbmO482K4t790dGB4IZWGD+v07+maf+3X+2basi237WXxKjjh2qif8J1fBVwOg/fHGOBz0z1rqw9OjConG4ONNa2P1e1P9nH9oO2tJFk+BvirzI9LmRvJ8P3EmWOflBVCCfTGcjn1FfH3iv9kn9qSTxhq15J+zN4+SFtUnYSSeD71VILHBB8rkHnkcY79q8a0H/gpf+3np7Ry/8NjfEhWjXchuPGN5Ioxj7waTkd+RyPqc+teFP+C1P/BQ2zit7S9/aUvpoYk2RvcaPZTSMAOpZ4Czc/3ick9TxXm51kdHPJR5qjjbsv8AhiFGEdkznZfDuu+HL37D4j0C8024JPmQXtkyOGBOVIIzkdxx7Z4rSgVo7X7VHDuZQcLuz+GfTqPp617Z+3V+0v8AE/4/fC39mfTfjJLcXmvXXg/xB4rvNW2xW5uRJqIs7ZTFCqqFWBVbdjD71P3gTXjdmAw2kMvbHbH+f5fl+K8UZWsmzB4aM+fRO9rb/wDDGNRJSZjr8Q9Qtrj7JfeF4tq/8tBI6sePcn+X9RWlZ/FLw+wH27wzdIfus0d8jAn6bB79+lYnivTk2eZsVmbH/wCv/wDVzWLbRpyXO5g3C9cH3/L/ADzXydSpyxtpscEqk4yZ6LaeP/BLqZ7qbUIdy5VPs6svX1Dg8DjpXffD7xN4e1q70y30G4kkMGpRjM1uy4YSDjB+oPBrwKW3mjQy4deobafUD+n+fTvvgdcNZeIYLRIlkZbyFkVnO0tngMfwA79e9PLaEsdmdHDUoXlOUUku7aLjWlG7kz7BtvC958dv2gI/Cmnah+7hW307zIpJhJAzlhNKseQOIxdKS3B2KRngj2D4ieOvFeo+M9Vs/A95bxaSFMFvYNZpJapbxoIwVilRlQMqqTwOQOmFxP8Ash+AT4X+Gl58T7y7uJLiXTTJpt3JeiTfc3Ywro4+betukTnJJJlbn+6FNJ0fTb6EQ7Zbpdgn64U/5/Wv7lwWGo4etHDwV4YeCprtzOznL56fiEuaGDTekqj5n6LSK/M+frvQtZ8R6q1pa2KpcaleGJZEj27FJ5YAfKFyc5HQDpzz1Xiv4L+ErWN9O0PSPJk8sJJM2yZi3U8yq2PwIr0DwV4e0xPETXTLHtsYNibucSNnOCe2S/5571a1/SopZmkCA/7XXH6V342vUqV/cdrLpockb0YpI8T0j4B6dJefv726HfbNHHsP1CAfp7elNh0nTNKv5dK0u0t45LOURtJD5ivK/f7zNwCO3PTjHNeo6hEmiWdxqcsRXyY2f7v3j2X8TxXIfCjSdO134qeGNI1mL7VbXWuW5v4ZFLGZJJkL5KjOChAPQDknA5PRg6lbklUqSbSXfsrmLk6jtZdtu5+m/wAP9ItfBPgTRfBkF0JE0nSreyjkOBvEUapux2ztzW2l/Ey48wfnXn8XibbGrpNlT0q1aa5dXcgt7SKSaZs7IYl5OBk8kgD0yxAyQMjIr88l78mz7GMeWKR3BukY44NUtS8O+GNeGzXPDljeL/durNJP/Qgayrr/AISHS7Y3b6c8sajLfZ/mZVx129T9ACeelR23ipJEEiyKysMg561MoaajK+ofs/fAHVs/2j8EvCUxJy3neHLVsn8Ur5n/AOCjngv4FfBX4Yw+I/D3w10HTr+RZm+0R6fGAsca5I242qMt1x2xX1ZD4ijcYLV+Y/8AwcmfHyT4d/s+X1lp975d1Noi29pmTAE1xK0anHrnafp+VeVmkYxwyjBJOTSXzZ2YP+Nd7JN/cfmLbftb+LvHnhbS/H2k+JrePUda1vVhfM9lbz26WMUr+QFt5Y2jjLQvB820FiCSTubPnnirVNWvNSk8Q3GrSRTsu7/iXwRW2057CFEA/ADGenauL+A/hp9P0P8AeQNGlvbqVQMQVaQ7mOO2MDP19zXVam6hX/dY2rnBweMnB+uO/wCor7DF+zjKFOEUlGMU9OqWp8vHmqOcpO922UvEvxp+Mb6NJZyfF3xRJBIPmtj4gudhAx/Dvx+GKh/Zx1LXtZ8eX19eX800cemMsoklZvmMi7eCfY9emeO9cv4vaUSyK3mdepx044/l+X+6K6j9kq0abU9f1HyG3RpbxrtXsfMPp6j8M18ZxnVjT4crt21svvaMp6Ox7Ulncuu5TuySdwtc96KuWis1urbFb33Dn9DRX87+1t1RPtEf0kae4TUpgf4iB+lfnt/wUs8IXNv+354a8dDc0Wo+BbOwHcK1tf6jKT17i4GeOw64GP0FtSTrDjP3WB+vyn/Gvh7/AIKg38Nv+0x8PLJ4t7zaNfPG237u1iSefT39a/obFe9lFX/C/wAj6etrUX9dD5w+PxS28VyXGwfvbGNmJHQfdJ7f3a+W/wBtSWeb4PiVApUSSfKzHn90+OB15x9B+GfqL44a7oq+MVsdVtoZFj0uPczlgdpL9QGHPBAr5b/bSuobn4ONLpZjaQXBCqzdvJlxg5OD1/D8a+XyGjUWW0p3VmvmFSpGVFx7Hmv/AAQ3h0rVP+CoHwx1HxF5Nvpejyatql9fXe0RWsVppV3MJnLcKFZFO7+E7TnpXzf4i8Qz+I/Et9rl1tNxqV1LdTeX90O7k8eg5JxgYr6k/wCCPth4m8J/8L7+LfirRPsun6P+zL4sl03Ubu0KwS3kqwQwxLJjbucylRg5IYjnJNfIaXBdspuxj5cr19v68+1fV04yjQV1u/0RwxUVH+ur/wCAaltcJjyy+585+7lfw9enT2/K5aXHlEyM20KMlOPTOevPr0/Lk1jxzEfMsTP8+M7s447/AOf6mrls7O28qAdxJ+X2Ge3f/OOc2pO4b6I3La8kEZ3s7bly25snpyfrn+f56+l3zS8ee+WYKy7mBTpxx9f8OcVzCTGP57aVuBw3+e9aGhSXd9qNvZ2Ss0010scaouWdjgABcHJyR/Tmq9p1YKK5rH6Jftg+JtL1vx58F/AUek3FvqHgH9mfwrZ6g00flqJb6H7VIoB5GAiZzgggg968+vZpo4EmhMh5XCqOvv8Az/ya+u/2h/Gv7Huo/t4fGTxj4/WG71DSdS0fwx9i1C1kkSEafpsW4xxqCcGS5kySSCI1wB8xNCT9rj9mTwdHjwx4ChY8eW1jokMZPtlsYA5r8p4uweFxWaVKlXERgtFbdqyS2OOpHmqNt9T5Y8R6BrVxo/8AakulyLHIo2ySIQpOPX1rkIo5Ym8pAdythfXivff2kP2h4fisE/sXwxJa2yqv+ukG4EAjOF4AwRx614OjpPJJNFHj1Rvr1/Ovy7GU6NGtKFKXNFdbWucNf4rJk0wEsQR0LbeQSOpH+c/pXtX7DHwv1D4lfFGOwgFxtkkSH/RWjWSJTlpJVMvy5jhSVsHPIGASQp8Z8tJ41UBTs5XP5+n+fx5/RP8A4JJ/ADfpz+KtY01ZEk2wxtLaeZH++BlnOescgt440z6XOOhwf0Xwfyn61xNPMaqvDDRc/wDt9+7Bet7tehjGMq040l9pr/gn1TrekLofgnTdAt7REkuFOo3qIuFaR1xGp5+8kYCn2x2xXm+q+HrO4mkk1SKRLGKMzXjQoWKxrz2B+mQOM98V7J43il1jUptWYrIZGO0KfmVRwoI9cVwGuaJdTwRoouP9LuxGrW65yiDfIpDcYK5GcHkDIPGf6cwNSUKN38UtX6t3Z6uIpqVZW2WnyR5F4p8OQ2rNb22viK6Gmj7TGwkiY3MhZrdQTIEEciAc9SRwDya4ufbYTzXXh3xFcwrbwxDybu6QGaZ32syDyyNoGWw2SAD83IFen+Pbq9OnNeWepzTQ3kkt5dR3iKStqpVbc7hwGRup68DBPAHlni3wmbS2W6RWa48kO6wsD5TmQjawHTKfMPUY9cV7mF5Zx999TixUZRkuSN+pNFp+v6jpzXmpa7Jcae10ILgTZYs20OSQrjEYP8Q5PYE8V0n7K2m6lc/H7T9T08Kg06xvLu6XICiJozb7QO53XC/gpOeOeL1TwpP4ctI7u6uBG08McoX2cHj1BBByCPfjNeifsSWseo+JfFnjBi+61itrG2Pl4yhLtJnPOQ6DGOME9etVmEoYfKa1SL0tb79P1OfD81bHU4NW1v8AqfUg1cth9wx+Vd/8PNInbQR4g0qVVutQlZZppkVXSOMsqJkLuZA29wD3kbBANePtfFH5k9q6PwJ8T7LwxK1vrenTX0Ik32zQyL5tq5ADY3uqlCFBIyCCCcNu+X81pSU7xvY+ulG1mke1CC7jIjSZtvH7xsc+vXNeZ+KLyPTfE2oWtm48lbomPDZ5KhmH4OWGO2Kdrvxe8JWNy974Os7u4urgK7XE1xLHBnG3JjLAsw2rkbQGHG7rXF3euSTyG6llaR5GLO7NyWJyT+dVUfIrXJjF7nUx67J0V+frX4of8HHnxOl+J37SXhP9ny0uh5Ml4tzqC7s4hhiUMSPQO4bPbaa/YSz1jbJ80nO7G7Ffgb+2141/4Xb+2f8AGf43tdiaz0Bl8P6GrA7DdTyEyFehyInP/fAyOtTg6P17OMPCXwxbm/SK0/EeIn9XwNSS3dor5njnhWI2+iG6ji8v7VPI3kx52AdBnkjJCjn64zk1U1q73RSY6/dVV6/4++MfXtWpcW0mn28OnW3zRxQ7UcY+YBcDnJyP8+tc9qUsUzSqkjq4+7jI/P8AzyT7jPrVantKkp30bPE5eWCXU43xmPkdVkxGn977y889fxGP1r1P9ka2I8G6rfK+1pNWK9Nu4LGh6454b9Ppjx/xlLKZmQsoJII+bAGcf4fyr3r9l/TYbL4M2eoRKoa+vJ3Zf72H2g8dPujjv+VfnfiViI0eHuT+acV+b/Q5573PTLdFEK70JbqfmP8AjRUixgqMK7cfe3Hn9aK/n9ynfoI/oztX26yR/f6fXaa+Gf8Agqvp8q/tL/CzUSoYS6DrwAZef3SQH6f8tf1r7kiOzWCzD+Hj8QR/Wvhv/grzq40f48/BuQxlvP0bxUg257jS1+nVq/puoubLKq8mfTYj40fLP7S/hTQ9Y8TW1/qmm+bnSVO5pDxhpPf+n8hXmuo/E3wr8FtG/wCEu8URvHawSbI2htxIxk64wehwCOn417H8YNO1PWNf0+207TLi6mfS8fZ4LcyMQGOcAA+tcB8Zv+Cdf7ZHxs+HbeH/AIc/AvV5ria4WVY9TjisUICuN265aMYzjjPPbOa+I4dqyp0IX+W5rKMvYO3Yxp/2zfBf7S3/AAS8/ai1bwlDqMLaLa+FdMjk1WOOL7TJeatykYViSVSB2YcHAHGM1+YCIHWTd5bYIVWRSOf8f88V+x/7L/8AwQp/abk/4Jn+LP2Vfiv4t8K+F/GXiT4qW2vm7WZ7yNtPtrIQxwStDjDea8pGNwAYk8nA8Q8cf8Gx37f3h5PP8NeLvh14kEkmFj07xBcwyIv95hcWsajP+yzc195++q04NK/ocMocp+c0OxgpbGMDHmdSc59s9/8A62MCyCiO0ax7vmH8Jycj6/X6Cvrfxx/wQf8A+CpfgNLi+m/Zhur+1jk8uObRPEWnXhl54ZYo5zLtPXlBgdcdvLvF/wDwTm/bz+HME0njD9j/AOI9tDahWmvm8H3clunpmZIzHjPX5u46Vj7OpHRp29DNx929zyJJpWHlohHOVbg7hjt6f/qr2D9gHSbXxH+3L8GdBv7dLiG++KegQXULxBvMhOowb1IOcgrkcj3ry/xF4B8X+EbqPS/GPhjUtLuigK2t/aPA+0jg4cL346dfyP1F/wAEP9H8Nf8ADzH4b6t45s4VsNIj1bVrqW6UERfZtJu7hZj1AKPGrZHA2iiK/eWfcUI+96Hv3jz4HeL/ANob9qL4rfHH4ceKNJbw34q+KGsXGn3lwzKZIopRabgm0nBNucZwec8dK7LRf2EJr2MDxH8Sdi4/1dpY7sd+rMOPwqh+zz470bwj8NLeLTNSS8s7/UtQ1a1u/uho729nvFH4CcDoOOfp30P7SPhuyGJp427bYiST+Vfh+fVsLVzGtOq/tPr5/wDAHGjQ5btGTqv7DME1i9pofjpW3fd+1Q8Af8B6f/q6V4r8V/2ZvE3wXQ3uu3lrNCwVo2hY5IJ64+o9fy6j3nXP2zvCPh+FTb6TdXEhU4G4IP614j8dPjhr/wAarqN49DktbNMeXGJN5IA79upY/jXyOMlgXR/db+WxxYz6oo6fEeaL55tpprS2Z/LiaXbHGWICrn07befSrnw2/wCC8P7T/wCzpb3Hwls/A3gPxBo7S75l1XR54riQyKFbL280ascbVG9WyqKvIHHpfw917RfCXwG8dWmo6HPLczeHNS/f+Vuji/0RwCTyQBliT6H1zX5p+KL0XnizUpC25Vk+Vd2cHJHb/d9/x6V/RvgNhqb4fxc5pPmqRWq7RZ4mJi6coyhLW2tj9QPCX/ByhousKum+Pf2ZpoWb/j6vPD/jZ8Rhc7QkLw5Xvn96M+nSu6sv+C8v7KviuyLXGpeMfDtw2Hk/tXQ4ZoB8uCivbO7MDwSSqkFuPSvxk1/UFks45XP3JoYgZowWRTIowPQck+mfxqfekLYCM21cYbsuev8An/Gv3f6vhou3Lqc8sRX7n7SP/wAFR/gd4rymg/HTwzfQyxrbXAvWl0/eGA+TbeAZQdzgrkfl0WnftaeGfF120NsNK1a3m8qRp9NvobpZXjOBtaNhjHT5T0JHsfw9S4UllePax/h3D5TnoB/nr+boNRvrZlG9o1X7reYV2nI44Pp9envXRGOFjvTJ9tiLpqbP3Gv/AImeELhbhtkiyeZNcSW/lHLTMBkDA4HyjqcDHUDGPcP2EIIovgvda5N97VPEVzMlxs/1qqscX3sfMAyP04BZgOdwr+fXQvjn8W9Ai+z+Hfin4gtQylWhi1WXbjryobkc5xjvxiv2c/4JO/FvxFrP7BXgafXPFC3940mrNN50weRSdVuzhsHjjGF6AdOOB8xxpmWHwOUqnBP3pL8NT2uH8PVxOYuc2tE/xPse9vSsx2SHbn+L60n24n+ENmvPT8Tb8zhZrSNgpwdpx71yfxd/bb+E3wF0/wDtj4m2Gow2EdpJPdX9nCkiW6rk/MNwYkgEgKp6e4z+X4fGRxM+WF7n2lWj7GN5bHtg1D5+cZ9KkOqZbGa8r+FX7THwr+NvgPS/iT4B1SSTS9YtEubKSe3aN/LYZG5Typ9q6iz8Z6PcS5g1OI/9tP8AGq+uU4ys5AqEpRukXviv8R4Pht8LPE/xBvZVWLQ/D95fyMzYH7qB5B+q1+EfiOxu9C+G3hHRdYVhqXi7ULvxhriSAl0adi8CNn+6rbOehXtX62f8FCtUm8Sfsv6x8ONOlkaTxpqFhoDfZyNzW9xcp9rx9LRLhs9gua/Kn9pHXLfxL+0R4imsN32XQ2j0i228D90MyrxxxJu6evSvq8hhGOBxGN3vaEfzf5r7jxM1m1Wp0F095/kv1PONWlZo5F2mNW/i9s/4Cub1e7nVWCvtRvv7c5U+uev+fz6HWiRCYURhJu/1i/4fj/ng1ymsGeG3YBmAZSMcfLgd+vp+Z+tF7aHBN8xwni65LXUjq8nQjO3tnrz/APr9K+n/AIBaauk/BvQrNidr2fmfPgffYuP/AEL37fWvlLxC8l1cMFj/AIm9Tj9evv79RX2Z4AsJNJ8D6JpM0alrfTbeNtqjAKxrn+Wfp2r8p8Vq0Y4ChS7yb+5f8E4akveN4b14AX8cH+tFOS4niXyw3Q/3gKK/DOZh95/R4PDgNwLma7bcFAwi46fXNc/8Qfgf8KvibqOm6x8Rvh5o2vXWjrKNLm1jTYrg23mbPM2b1IXcY4ycDkxr6Cu58od6iuIN/UV/VqppR5eh9Zfm3OasPC2kaJbfY9H0e1tIRjEVrbrGo/BQBT30xGPMf6Vtvbc1G1qO4rCNGEdIqxXNI5nUtPt4oiWi/wDr1zWp3stjueG4khH94MVFekPYRsMbKw/Gfw/0/wAVaFdaXJaxebPbukcrfKUYjAwcHB9wCR19aTpyvo7DUkuh8Ef8FfP+ChOvfsofsn6t4z+EP7QGj6X4ws9SsxaafILS+uLqFp1jljW3nWRW+V8k7cqoY5GCK/M7wd/wdg/8FAfCIW2k8P8Aw/1qGOLYq6p4YliXd03f6NPDz7DA9B3r7l/bG/4N7dR/aR+ImvfEKw+LfiLQ5NQkBvo9S0e11e3baq4a2VLhZlhGAFRlDAg4QDFfL8v/AAbCWsl1JYXv7SevXxRyPJtf2e9dgdmHYXEoWME/LyTjPsOPQo0+WnZz/E8yrUrSqX5beh9ofsW/8HB3gb9qj4L6HqHxD8C+HYPE11ZSReLNBt75vIWQM0ZCK4kZI2wrbZN3D7c55Pq+t/H79lLxH4W1DUfDX7LHhzSfE11oF9ZaXrmm6LYrLa/abd4TsuFjWRVdXw23GRxyOn5w6v8A8E+PgR/wTaupvB9z4A1zXvEdnpq3l3q+r3sMcdp5kbAIsVoHAaTAAEzZXcvzAc161/wTs8b6L+1Hp994Z0G71yG80dZmmmstIe6sUbzgv2WIRPJcM6B1LnyvLBzl1Yqp8XNKedYan7XDz5k3s0n9z3O7A1MJWqezrRs11Pl/wj+zl/wUH8BaXYeFJ/gautWml2UVrDcaR4qsnDLGqqCqTSQtyFztxnHHvW9rd58b/hnaw3vxM/Zl8eafDNw1zH4YmuIkwTndLCHRfXJbGOa/Vz4f/sheOtA1GBr/AEW6vPO3+XcNLFbwoAMgNuk8wEjOMIeRztHzH0LTPgb8UmitJLefTbKPY32+zjuJJXUBduI5jKoGGOd5iIbj5R1r4WXB8cwTnXo2bvezet/VtfgVXweC5v3c2filoP7RfwH8TXEdpqfi6PT5mbBXUrd4QG6Y3uAuf+BdcdzXougeD/DHiO6hsfDepi+luXAhisy7tIx6ABev4V+pXjf/AIJ9eBPiuJh8W/Ddv4hhmRFaPUreOTBU5+8igtk4yGJGBgAAkHza2/4Ig/sY6TrkniHwf4V1PwreTBluf+Ea1aW3jnVl2lHhO6Mrg/3Acjr1rxcV4bSlFuhJx8nZ38r6WOGpgIy1jJM/Pb4j+HdH0T4X+LUKSzXEfh28DRrI2ULW7YzyMEEcj/61fmVrEqT+PtVt2/h2Y/d4B/eSjB56fz59s/0A/t5f8E0/DPgf9kbxx438P/FLWprjwx4Pvri3m1a3jnnnt47aTFrLLGYt6LwEdlLxrlMlAip/PzrWmXk2tanrH9nyR2rXJt/tUiFVMgZ2YBj8uQHzjr/M/tng/kuKyPJcRSrq3NVTWqf2UfO5pQlRqJNdCvqyxTBYm2lluI3+WQAkiQMeceoHfOcVP9ujCKFiGWA6cbR9T7VQu3gA3rMsm/aUVskA5/wz/wDq6yLdmAMu88fd46/5x/PPt+uxleT+R5dvdXzLpdD92Rlx1Jb6fXPf0/lR9pKDhiPlyp3fd4/z/nmqaXp8xTvDDZ823JP/AOrr6d+vWnMyOd0LtvZSSA235v8AP8qUpSS1KiWxcvGitgfNzlW5Hp7dMdRz09q/eT9ljTdKvP2WvhbP4h0PTdSuIPhjoln52o2Mdz/o4sYf3P71WBizk7D8px0r8EVuFd0ELfvORt/u5PT3z09OeK/fP4I2V74R+B/g7whqIH2jS/C2n2c6qTjfHbRxt156jvX5r4iVHGlh4Re7b/BH2HClPmq1Hvol+J2FtpWgfbZNR/sgqZJll8m31G4t4kdV2rsjhkREUD/lmB5Z6srGvEv2s/2E/D37UHgq+8OXHxw8VaRdahHHDcF4bKezZVKklolgilLEIoyk6DAwVOTn2hZwRwelDzSMWxJ94/lxX5tSxValrB2ex9hOjTqaSV/I4/4LfBTV/gl8MdB+HnhbW9FvotNt4bSWNrGaxWOJF2mXeZ7lpXYjJUhABn5j1rqJLfx5p1+unDwzb6pJJCZFk0XWIvIBzgRF70WpVyOT8uwf3zVxJREmd3bv2NOF5KFw7eo3bqXtIyleS39SuV8tkz4j/wCCwfxZ1LQvhj4d8DwJq2l6tH4x+2yboZFj8qGxuI3EdzHmGUh7mLPlyN1+tfE/wxubu58DR6lqN49xNdXDzSzTTbmZj3J5JOeM9/rX09/wXS8Rn/hIvhvpELuVt9F1ue4jXvvksVQ/UeW2PY18xeBriCx+H9jFIBu8khg3uTX6dlS9jwtR5ftTk/udv0PkM097NpXeyS+/UffuWdUSUndwoU/L6Y4P8j/OuV8REHcARGrbvmXGeeox6e3Tnqa6G+mk8wq10cKAQG5JOf8AP4EepzzHiWVUl3+XuZhnbj5epPXPoKh22PPn8N2cHqtlPd3sFjBAHkmmRI1243EnA4x+ffJ4719tQiG0tUghn3Kiqq4bIAHA/wA/5Hx/4NjW98f6Jbx7pRNq1uOSDlfNXPboAPy/T66kV3G4D5c9WXPFfi3ipWjLEYelfZSf3tL9Diq2Uy0mq3SrgZ/8e/oKKuabo2n3dlHcTSMGbORtB7/Sivynlp9jP3u5+73hT9sJJHWz8VaFcW8m4K3nQn+a/wBRXpOhfGfwV4hiDQ3yxttz94Nj8uf0rlPFvh7QdWvrVdS0uGRZWbdmMZPTv1rxX9uX4l+Gf2Ovhpa/Fax8ASaxZrrENte2q6h5DQRyLIPNUmNw2HEa7Ttzuzu4wf3bD0eKsKnKnVjViuklZ2P0atLK6luaDg32Pra01PTNRUNY30Mu5cjy5AT+VThN3NfCWjftw/BCe1s7u2+K8nhm41Autnp/iYeVu2gEuXUyRooJxuaRQDgHBK59P8HftceNU0ePxEUsdY0jaRHqmm6jHPFMVYqQpyVPIIPzdVI4IxUUeMKcZcuJptecdV924f2TKpDnpSuvPQ+n0g9qDbDuK8Y8L/twfCbVZxZaxq8NnM02zbcN5YB9Nxyrfga9O0T4leDdeiWfTtZjZXAKtuGCD7gkV7+Fz7KcZb2dVX7PR/icVXA4yj8UGa5t8cgU2W33rjNTwzQXKboJkdT3Vs1II+OMV60eWavF3OS7Wh8yftff8ExPhH+2H4gvPE/iX4m+OPC91q2ixaTrq+ENbS3i1K0jaVkWVJInG4edKN67SVbacjGNb9iz/gmP+yp+wl4Sj8PfA/whNNdx2v2ca5rlwtxeCPduKKVRY4wWO4+WilyAz7iAR9DCP1FAQIPkGPpV8u19bGfLZtrdmfPpW5toYKuMSdW3KBgDk+/cmq0ugNvE8dypZXJRXyAuSPfPPcZ54HAwBseYAMMtJvgbqh/3jV84uU5uW2vrZ2CB3k+VHfPDZJOAfodxIHGeB1prXN7Ihjjhkbod3l5JO7lOeAScr6KPSukkit3APy85+8R2qFtPiDCRUG5UKq3XAOOP0H5VXMTynx//AMFoPifcfC//AIJo/FTxbpy2K3D6VbWkdnewyBbq3nv7WCeM7GRgrxSzJvVlZdylSDgn+b3SPA3jY/B1/jzpXhPWrXSb7xBLo83iDT9SjMBmNsJJbZrVcTZaOUNuLCJ13RjB5X+ib/g4C0DTtC/4JEfFyazeSNpY9DjaRnLNITrun43ZyW4yvOcA1+Gnwm/autPhP+wbb/DD4bfEx9F8fr8SZtQaO1t2FxBpz6cIGmhuSm2F2KhMxOsgVmzhXIP0GAxmMweEo/VqXOp1lGej92PK25abapK701OCth8LiK1R158vLTco+crxSX4s+eL6O01CKa0j8RWgis232c2oaT5N5cq7qo3eSHBIQlv3j4VVYKWPy1Rfwz4ldYbaDSjdTNam6ZLGVZ9kW3e7t5TNgKqlmzgpt5xxXceL/iXr3i6CztPEdppEzWUW1bi10e0t5mUIijzJIY0efhV5k3En5uSzGvM4ptu5k4wzBV67cHpj+nSvvKcVUV7W9GfLz92Vtx+Z1P76BlPmfKf73t19cdeOfSlgmKKqnczB+y9c8e+e/wDkYq9ZeL9Xt1tzNqMk0Fu3mW9veATQwkkMwEbhkwSAWGCGPPYUkur2M0Ijk0S2MhmD/aIWdZAMH93hW2BcnuueAARjbRKjK2jCLiVIo3uZVt1lKySfIihfuk8dO/BP17dK/oE0i5E0GYyu3aB8zdcCvwb8E6J4f8U+PdP8NWOoS6YNU1CC1s/7QxNEsjyRJmaRArKnLEsiOwAACtgk/td4G+LfgW81uXw3a+LdMvrW3sftcmuNfRWNsQOTCFvmhmknUclY43B6IzkYr8n8RIz9tQh2Un+KPtuEuXkqtd0j0pLrKZ2n5umRTg8rSF4n4/u7f8/5zXJan8QNBh0LS/FNzdzWNnrEU8mitrNnNYNqCwxedKYkuEVnEcfzPhTsXBbHbxX4r/t+z/Cj4reFfhB/whEOq33irUzBD9mmkDW0CDMj7QrGQ5+UH5QSGOBivg8Pg69enOcVZR3ufUVsVRoyipdT6be6KBhID6YqI3Tc/P07VQtNSe/s47rytu4ZwaY0kqMxlXb16rxXHKXvHSl7p+bX/Ba/xC17+0Hovh/zFAs/A9tIsm/lHnvbtSPyhU+hyK8Q0iU2vh60t9qllgUyfL7ZI9Otdx/wVa12LXv2y9XtY5mZtOsNJsJAzcA+V9oA57Yuenc9Oa88nMtpYRqT8u3au09CF4//AF/14r9WoL2eQ4Omv5W/vbZ8JjHKWZVpeaX3JIj1CVncCTd94DcZDyD+fOP89a4/xtdxaeFuLmaRnk5PlgNnB7Dp689BkcjIp/ifx3aaG221i82ZxtkUnGOe3rwAeBz71wGp+K7rUbxru+ZpS4+8gDHnt9OScA5596462IlTSUdTirS1aPSP2f4TffGDTbpo2b7PHNIY0wioPLIzk/7RAz79OtfTtxc+crMBjBwNq9P0r5x/YvWPxB8Q7zUGhZbe10dlWd14DmSPjOOpUMe5+U19M2+hLdICbuPEmPut0Hpzj/P6/wA/8f1nVz6038MV+N3+pySjKUnY9B8H+DoL3w1Z3dxNMrSR7iqRrgcnHU+lFY1tpbJbRxnUm+WNVG64A4AwO/pRXxXNR7fgdcaWmx+/Xj+bwL4A06HxN8U/iNo/h2zhmISfUrxIVlOwuUVpCuX2qx2jccKeDXxj+2l/wVf/AGHR4fuvCWkfDab4qeXdThW1Cx8nR90MJcSCWZDG5EhVV3BFYhiJBhGb0T/gon/wTOtf26NWh+L3wk+L8GleLrXRorJbPVg1xpt4sLvJBuXmS2KvJIcxcEtkqxyT+Y/7Rf7HX7cP7M9/qmo/tFfC/WLzSJpppL/xRp0Y1Kwu9rsouri5hBkWVnnZlMqqyZyu3Ya/qHDxwsqfuSun22Z79apVjKzR13ir9t7UNR8Z6hp/xN/ZQ8C+IPD8YFvBbeDYJ9OvrGfzW3qXmZm27FkZUeGJ22GRvKj3eXueDtQ/Y1+I2sq/wR/aW1v4a+IZIy1vp/ixjp7NDtTO26STyTGZC8IPnHzHt5Qm8BWPyzFf6FeaeZdFsYpVaRnhZLSO4jjbZNvhXapZIwX+70yvmOrsoq/f6HD470yTxFqfhp2vJLzfa/aFeb7XkXK4gY5mlTcsaDc+9lUmV4Y2w/n4zhjJsb73JZ90dGFzzMMKuWMrrsz6rt/iV+0Hp19N4c8JfEP4e/FaS2s1d7fTdQtb27ggUjMp+ySpOWOVBeQyAn1Lc6Og/tweHfBmqNp3ifwp4x8C3K3YEYtpBdwKM/M8gIhYYzkqI5CewJIB+EvFngzTPE2sXd14H8QSWcMNqZRafazcK0MRTFw77THEAkeXaM7NquIcgnb3PhL9tH48aRJbeH9a8ZaV4+0293NbWPizSZNUbllXfP8AOt5CAod1CysMISY05A+axnAsoq9Cpddpb/eetR4mpyf7+nbzj/kfpj8Hf2+9Z1y5tYPAXxd0DxU0jPHDZvcfZr+ZlBJxBII5egJyIyCBwe5948I/8FAZ7GeGx8eeGLuzkaP5y8XmKD07Yfr7fzFfkzpnjL9h/wCNCWtj438H6l8P9S1CPzbe+0HUE1fTlXZId7iNfNibdDIPJWNmVUyxADGumi0r4lfB7wxH4p+BH7fHhXWfDkMcVtDpuseKLQxWnmhnjhNpesyQTNtfCskcg2uMAggeJUy/iDKZXpucfR3X3HoRr5Xjuqfro/vP2Y8EftW/C/xiqx2utQtIeqxzDd7fKcEfjXfad4x8NarGpstWhLN/CzAH/P0zX4l6Z+2V8fvhlZrcfHb9me01a2kii+y6n4fmks1myv8ArWZlnhlDHJ/diNeeMcCvavhn/wAFK/2btal+z2Xxb13wjcvcRxW9r4q090R2bHPmRmaFFBPLO8YHU4HNa0eLs8welaEaiXk4szqZHhautNtemqP1Z+RxuUhge4pDGD0r468BftR+OZ7KTW/Cmt6X4k04TeX9u0TUEnhG3qnmQs6l+QcZHUZr0nw7+2ZaIY4vFelz2bNnm4hBAx7oSBntnFe3hOPcpq+7iIypvrdaHDUyDF09abUvwZ71gjtTAdjErxz2ri/Df7QXw/8AElqtxa6nGysud0MiuOvWtuTxnDqUWPC2k3mosw/1kcJjhT3Mj4GOx27mHPynFfTYbOMtxkeahVUvTV/ceZVweIoytUg16nx3/wAHFl7NF/wSO+JUKAnzr7Q0wmM4/te0J656AE/hX8ytzbXIt1kcMU2kK2zqgP3ifXqfXpyD0/rU/a+/Y1H7cXwL1j4FfHDx5f6PoGrSwTSWPhFIfOSSCZZo909xE/mfOi/dSMY3A5zkfz5ft9f8E1vi3+xH8cb74eW/w48deIPCiJE2m/ESDwqiWEivEhkeQQyytAY3LIVIJYIWA+YV+hcL5vgcLhXCvLkbldXXSyW+y+Z8tnGBxFStz01zK3Q+MoGvBhMyR+Zjd5fylfYcjPY9jkn1zUUJmhYMi7k+8uW6HPTGenfOev1ru5PCmgahK1vpGo29xctK67Gk2Ssdw+QRMd+OuOBkZ7Vm6p4O1BY5pWUSK+4/MvzKeefwP8+3WvtqdbD1481Kafo0z59xq03yzTVjlSY4nwlw/wArHhORkenPIwe3b2NIzMnPmMq8bV7k/wD6vzrZn0a5tsmWMA8Hbt25YHv6fSqr6dkJDI38O5vfj6Y/w57VdRytcI+9sdF+z7DFc/G/wza3DoVbWrZ9sjcFvNXaeCP4h65r7ymtdsxKu255s528D1H0PHPp9a+N/wBiDwJp/wAQ/wBrTwf4avjIn+mXV4GjY58y1tJbpOQO5hXPbGea/QWXweNM1Ah93rtZQ3Xrx/n9K/CvE/EezzmlTvtC/wCL/wAj9M4Kw/Ngak/71vwRneBLjx54e8S2OqeCPFF7od3DuZdQ0+6dJrcAjDJsYMWLbehHHPtXxb4u8HeKdH/aM1H443PjjUNa04+Mrr+zdc1O+b7RqVzDcuJ5cQnKo8xmyd259zls53N6x+3n+0d40+AuveF7XwFKLXUJNPu5p5mhV/MVnjCAggj7ycgjBBGBnpg3Pg82vwx8D2MFplrjRbO9m8yLBM00IlfOByTI7sTjqTnPNeLha1OjlNNR3m22/La39dzsxdKVbMp820ErfM+zvhf+2BcXzQeJPEXhGT7D/YsVrDo+g6gYIftCB/8ASi90lzMWcsodN4TEYCLGdzHvNC/aR8O63oGi6fq2oumqzMU1+4msGtrS2XZxLB5clxLKS/WNlXYrZDuRg/M3w/0u4ttDto5l+YQ7vLXHoM8+9dto/h+N7mOaSJpN0i/JjOQfT3x/nvXzrxV6rg7M9xYX92panxN+29rB8V/t0+OLWxvre9VvFFtbQX1rKfLuBFZwW+9FcJIFJgz8yKQOoB4o13wzLNB9mkn3bo/mVApzkZI/X8zXJa/ew+Jv21vGGr20zTQv4w1me3Zj/wAs/tchjH0CEAeuPz9C1W5SL9+qHqduew59fXP5/Wv1HM60qOHw9GO0acV+B+fUY+2xFacusn+Z5RrfwgysjWQZnZiOikkHgn39e3rx2s/Ar9kzVPjN8c/CfwcmW8jg8Q69a2VxeafY/aZrW3kkAlmEbH5tkZdyeiqjHtmu/d4pZEgEMbMu4LIQcjP8XbByeR2/SvXP2SdC+L0Pxb03xl8GZhp+oabDPFHrBtVlFr5kTwl0RgVMgWRiueAQDg4xXz+KzL6vHmm9DenltOtKyR9Eftk/B34D/s7eEvCf7Mv7Oui2tra+DXnuPEFvbwtPdtcXiQBJr24AKvcyCB2ZcjZG0CqqJ5Wfn+XQ9WWBLqC0uFGMDy+57FgOeefxH5fdXwe+DMXhDw2sd/PJeXU0jXF7f3snmXFzO5y8skh+aR2OSzMSxOckmug1X4SeENVD/bfDNnI0yBJJPs4Lsv8AvDn9a/Ds6jLMsxnXvq31PYxHDNPES5oz5dFpbQ/Ox5vEELmMPdDaf7rf40V98r+y98JQuF8IQ4/2riXJ+vz0Vw+wktOVfecv+quI/wCfiPt5/hT8RPA8jXPgDxrcFMkrZah+8T8G6j8K1tK/aU+JXg1/sfxH8HTNGu5XuoU86PH97+8Pp716Y8Ebrgiqt3oNjdoyS26kHj5lr9YlkUsPLnwNWVJ9k7x+5nufX41ly4iCn+f3nz18Vf2MP+CbP7ZJn1rXfhtZ+G/EkiyL/wAJN4LmGm3yPI29pW8pdkjlud0sch5PqRXyf8cv+CA3xq8JNceKP2U/jFo/jbTUZ7qDwz4gYWN38n+pt45MvbygAtnzBCpONw5yP0A8U/AHwZrs325LA2twDlbi0YxuPfIrnl8J/Gr4cyCTwl4m/tC1Vt32e8z5gA7K4P8AP8xW0M64gy3TE0lVivtQ0f3HPPLMtxX8KfI+0tvvPxO/aM/Z1/aJ+CmtQ+Gvjj8MPEnhWC3URfbL6xbyr2TzGmkMU+fJaLawVY4ZP+enB2hR5d4W8ONos2oNpNsul6basjLDawSTvO4BcziRo952jYRJIiDdjDHaSv8AQsP2l/N09/CXxt8ALNZXCeVd2+pWYuLeZT1B4IK+u4Yrx34of8Exf+Cbn7TrTar4L0a4+H+sXEnmPd+DrpY7Vm2bFDWjq8G3HOESP69c+5geLsnxsuVz5J6aS91/ieXisix1G8lG8e61R+Meu+KNYntmM0ditvFArw6f9nt7iOaWPTpCouUZT5zRPKo3TtMGIccfKg5m+/aE+HXw0eO003w7DHr1jJBdaXqlpBIl1CUiQoA8b7Y1DbiWRZCNuQQDmv0G/aB/4Nw/Fvj3xnY/8JD+2p4I03wXa7rjUPEEmkyLq1xITyGhMhRxtAw3ngqfuqBkHsPhl+y5/wAEiv2CW/4tx8Ipvi54zVcLrnjZPtoLqQwdLUII8hhw5jVxyN5ya1zbibKctp3rVY+S0bfoldmWX5LmGMqWpQfr0+92PKf+CNWm/tsftWfE/XvEvjLQtbs/h7Nod1daXqnibRftNlq2qO8EQe4mdEe5URxuC6S71aKNflj8yNvUv21/CX/BPHwBY6lpPxE8P2Nr4usIWlbRPDt5HKJ0LfLOtyuxJIt6FTkeYhU7oxlA3RfFn9qP9qr43Wkml3WrR+F9EcKI9Ps1AxGP4RGh2jHYsznrn0r5z8ffB3StV+03WpX9xJqTL5kOsTXDNNbyA5BXgqB6pjawyrBhkH8sx3F2Hx85RpUeWL+01r8orb5t+h91gckqYOKdSpdron+cj5Z1Ky+KyePJNf8Agzq2seDVWQPpt1Z3zx3kOS20LKgWQk7cZUJn05Fey/CT/goF+1n8N7GzsPEnxLi8cWcG5dvizT45mfdnj7RGEuX+bkF5W6Y6cVgyeI7D+3ta/sHUGkk03yxFdKnlvsIeSG4A/hLxMkg5yu4q2HRgOK8b6/o/iz4g63rmgW1rb2t/e/bF0+1h2x2XnxrN5Cj0jEgj4AB2EgAECuOK9tF05wWiXTudtWUdJJ/I+9f2Wv29vDXx2+Kvh74a618LZtJ1zU7lYbW+03UFntpJx82HjcK8cZAPR5CMAc5yPtG5/wCCkngb4R+PJvhL8Zb+10fUbOJHZb6YLGY2UFSJfu4I/vYPsK/KP/gmlbpdft0fDVJIVb/ifgDdjP8AqpD/AJ6flXo//Bdy2EXxn8eFUH7vw9ZouI+ha3T8f48+uCPw9DA4Wtl9BV8HN05Smo6bO/dHl4qpRq1XCvFSSi36W7H7D+Cv2l/hX45iWSw1+EblB3LMGUk+4/OuxI8N+J7Jo91peQyL8yMqyKR7iviL49eAPhZ8BJNLg1vUbrSVvopIrbULeBz5SwhOHeL95j5lAwGHPPGaxfhb8aPEusQXGvfAz43aP4us7GVo7pNP1SO5a2lDMPKkMR3QOCjoVdSwIIPIIr1qfGWb5fWdHHUFPltdx38tNtTilkuAxMFPD1HG/SX+Z71+0V/wSb/4J/8A7UlvMfi7+zJ4ZurqaNk/tPT7MWd0uepEsO1v1r4b+On/AAap/Ce5M+o/ssftO+K/CMgV/sejeIAmrafEWJJwsgDDJPck19ieE/26PFXh8i08f+GrhUXYPPiQzIemQCo3DHPLKP61614C/a4+EnjuBZLXWoV3N1jmDqPxHevqMt4zyTFNKFV05dn7r/yPKxXD+OpxblTU13Wp+Bvx2/4ID/8ABTv4IrPdaf8ACzw58StLjUiO88Jal9mu3x/E0Uw29B91fwwc18c/FT4d+JfhBqTaR8bfhP4s8EXsf3o/E3h2eKLcOCEdVIYcdTjI59q/r80rxD4d12LzNL1OGZduflccVk+PvhB8M/inos3h34jeAtJ1yxuY2jns9W0+OeORGGGVlcEEEZBFffYPiTMqcb06vPHz1/FHzdfKMLL3XFxflofzI/8ABHT4S6T8Yf8AgoF4Ls/DXiCxvP8AiXarKZIbhZAD/ZV2NuFOVyGzj2PccfqJ8Uf2OfHHg/UzcXeiq8MhykkK7lOOo4HHavWPiL/wbb/8Et/FviSfx14K+CuoeC9elmaaLVfCfia9t2gkJyWjjaVo4xyflRQADgACsDXv+CeP/BVD9nwNL+zJ/wAFApfH2krdee3hX42aaNU8/GP3RviDdKpAC4WReCTnd81fM8VUanEWLjiZRtJRS0PayOs8noOindNtn4rf8FnPDF14R/aj8P8Ah3UCyh/B1o8a7ege+ulbIGf7oxkc4P4+1eMG0TVvG8Wg6BK22wjRI1WM8Ljjbx0G3G72Nepf8FKf2XP2tvj34jsfHf7ZH/BOfVtP8QaPZpYL4++DOqC+s3sklaRf+JZMS7ujyyvuNymcquFHzHX/AGGPGv8AwRy+HOk/8Il4o+LfiLR/iDfPBHresfFvQ5bKe6kxkHcpltLWNWc4VpywXBZ3ADHx6lGNHL4U2nzQul8zsjWlWxspp+7K1/kUvCXge6gt4ZbiPDKv3GU9j9K7Twz4fe91m1sxaiNZJgrMw4HbJr6r8P8A7O/wl+KmiN4o+CfxH8P+ItOVzGl/oWpQ3UG/Gdu+JmXOCDjPfPeuE+NX7O/iD4b/AA18V+Mr20ZbTR/DeoXtxcQjIjSK3kdnGOmApP4V8v8AUsRLErTdo+iWMo+x1eyPw9+C2rSeK/i1q3jK/SPzrtHupBHGPlaV2JHA9Tg969L1eRZN1rGGYs2Pu88CuK/Z/wBFuLCfWNQmhYDCxIwXrg5/r7nP4V9W/szfsaa/8XtVi8S+L9Pnh0pXDxwMpUy9Rn6e3fPOMHP6RxVjcPl+Kk6jsopJL0R8HlOHrYqNords5D9nH9l3xZ8bNchnNo1rpMe3zrgry6jsvr9TwM+tfoZ8CvgP4T+Gemw6HoulxRRxxLuKr95h3/lXSfDz4V6L4O0qLRdB0xY1RAqrHH/9avRvDHw91S4cOLVk6g8df/rV+S43HYrNK+ifJ0X+Z9th8LRwVPz7nP3FticIkis393H4Ve0/w5e3IG1D/wB816HpHwrJIMsOcdOK6rSfhyseNsP6VjSyWrVd2rXCpioR2PKrfwJL5K7kb86K9sX4fALgwtRXof2DLsc/1yJ7ArccmpByOlVUlPQ1MkueTX3dzyLMmKg9aje1jcY24+tODDvTs56GmRqjJ1XwnpWqxtFd2McisMEOmc15/wCI/wBmzwvcTNqHh4zaXdHnzrGQp7jp716whyMEUNErD7tedjMqwOOjatBP5HTRxmIw/wAEmj4x/aP+E3j6KKz0nxH461CayulkJW3k8tpArYwSBkDp059+1eZ6J8PvC/hCBrfRNGhhVuHdV+ZzjqzHJY+5JNfXH7V2lJdabocixf8AP3/6FHXzjq+i3DM3kRbvQ44r8mzzJ6eX5jKNBO2nn0R9bl+YVMRhVzs4PxEv7tlXC8fNXnfjLS57qKRba3Ztqtu2gcnFexX/AIVD/wCv53c7ayL3SNP0q6jvLmxW4ijkDSQnhXx2PoDXn0cLLWXY6vbdj88l8NtZ+INa8T6Ik00mmwwweI4csS0JEpxgHP7mBYJVHzEL5iKv7zNc74W8J3mnXOuTX8UkO/VGSOOWMqyeTDFAwIPP34mPPYjoK+hvGkHhrw3r3iTUdI0RbObUtQgluUaPaZZFiMAcryAWiijyAcDGBnNeApI/g7VG8Oyl2tZpWOmSNjaFOW8jjoy8kDAGzGM7Xx9Xh6ntaTSXRf8AB+5/gcVaKpvXuz6M/wCCV2kR6l+338NrYIu6PU7mdm/652c759/uV1X/AAXouUj+LXxIYS7V+x6WrfKMkGG0XHp39qyf+CQ3ly/8FEvh+23qNULZX00q8x1/Crn/AAXm/f8AxK+I5jf5pLvRIV+rGxXGBz3/AFr1qEf9ho6b1Y/kjx8U/wB9K38jPvb/AIKk2kUtn4Ti2ruaO+27V5zm36V/N5418feLvhX+0l4t1bwV4p1PS54/FV/eaRqml6o9vNBILl2ISSMjyiCu5cHPU5r+kr/gpwxY+F4V6/ZbzCr7mH/Cv5ePizq8lz8TfFGq7/Jhj8VXtwr7f4XuVkc44wOZVyPUj6+xltNVc+xia0tBfgeVmEpRyuhZ23Ps74H/APBbD9tj4Zww6N4z13SfH2lxxGNrfxhY+dcoN2Sy3cJSZn5IzK0gwQMcA19afCj/AILJ/sZ/Fa6SD4weCvEHw51aRsLfQZ1K0VcD5vPt1S4GT/CIjgY5NfkBb6pAzRuLhZFmyy7f7uckHp6fXj8r39oKwwjsu7nczE559PX9c8VrjeGspxt3Onr3Wh5+EzzMsH8Mrrs9fxP6Jfg18dIfHtj/AMJD+zl+0No/jG0jXzHhstSjuZIlGB86IVmi6j/WLnkdcivYPCn7bHxN8Isln4y8N3TKuN81v/pCD2xgP/47iv50f2LdT1KD4/abqWn3skFxYWtxPHcW8hjZT5bKCGB6/N9a9/8ADP8AwV8/bA+D/jnVdHvvG1n4w0mHWLhYdM8YWX2vZH5jABbhSk/TGP3mAQOME5+VqZFmWX4+VLLq8k0k1d6elj6qlnGFxWDVbGUk7u22vrc/oL+H37cXwz8WkQ3F5Gsg4cK2CpxnlT0OK9U0H4m+BvEsStp2uwMW6LIwUmvxH/Zi/wCCrnwA/advbjQfih8JdQ8I6pY2Ymk1KxuBfWZAIDMDhJoeW4AD4Gfm65+jPgh8a/APxUtF1T9mT9orTPEEabf+JbFqHmTRDH8dtNsuI+n8QGMGuilxXxTldR0sZSVTlte29uj0D+y8mxtNVKE3C+3a5+n9zZ2l3HhFRty/K3UV4L8av+Ccn7Lvx9vbjU/ij8JtE1i4uMedcXVivmPxgZYYPA4HNeOeGP2n/jj4Fm8nWtJluIxg7rSbkL3JRsccds16t4D/AG8/DepSLY+Ioljm/ijmUwyD/gJA/l+Ne9huOMkxjSxKdN+exw1eH8fRTlRamvI+bfiB/wAG5X7L8uvp41+AvjfxZ8NNdhmWe11Lwpq0kPkyKQVZRuBXBAPDAgjIOea4v4if8E0v+CtvhP4beJPhP4K/bctfHnhnxJpd1p9/p/jLT45Ls29xEYZFW6kR5gTGTj95gHnqSa/STwv8ePhz4njU22spCzdFmYY/OuqiutO1GLzrSeKZSOGjYEGvpaP9m46KnQqJ9rM8mf1rDy5akWvU/Dz4Ef8ABFT43/DvxAn/AAszwZcXGyQGGG32yQKQc7uP/ZulfcPwx/Yj13Q9Oit7uxWzjVQBCi8hcdK+3JrOEnhV+mKrtYxH+Ef981xYzIaeYYp18XUlN+exth8e8LR9nQgoryPAPD37Nun6Mqk2ilvVlrp7H4VW1oMC3FeqSWEOfuVC1hEf4a6KeU4WirQil8iZYutU1bOBg8CRQnKxAVch8Mxxf8sh+Vde2nJ1FNOngDOK2WFjHZGftpM5gaNgY20V0R05ichM/wDAqKPYIXtDnkJqePqaKK54nWSBiFHPepB0z7UUVRmOBO78KkPCnFFFBJ5T+0sAdN0HI/ivP/Qo68PvlUy4K0UV+e8Rf8jJ+i/I+jy3/dV8zD1MARnA/wA8VwfjLiG4A/545/UUUV4cdzvifL3xpiie41JniViVt8kr1/1tfPfxNijbwRq0zRqWhsJpYWK8pIoYq49GBAII5BAx0oorswP8RBiv4Z9Mf8EiHc/8FAfhuSx+aHVC3uf7HvKuf8Fuv3nxw8bI43KfEegKVbuPPsePpRRXuYf/AHGj/wBfUePiv4s/8DPv3/gpgB9u8NjH/Lndf+hR1/KzrUkh/tpS7YY3uRnr+8f/AAFFFe1k/wDyPcb/ANufkeTmH/IsofP8yxGzTXEaSsWUtHlW571eT57AO3LcHJ/4FRRX00dz55fC/mezfsQc/GiIn/oF3H81rl/FjM3izWMnpfTEex8w0UV4VT/keVP8MfzZ6/8AzJof4n+h6Z+xGAPFniQAf8wM/wDoa1xnwHv76DSpruC9mSWLVJGikWQhkIIwQe2KKK4Jf8jDEf8Abv5M6qf/ACLaHrL80ftH/wAEnvGXi/4h/s73194/8Valrk9vMqW82sX0l00Sh3AVTISQBgcD0Fe9Xml6ZfPJa32nQTRjGI5YVZfyIoor8yzn+NL5n2WB+KPocj4Nurm01m4htbiSNElwixsVC8noB0r6A+FWsatHJC0eqXC/Mv3Zm9veiiu3hX/fl/XY3zv+GfRXh2aafSIpJ5Wdv7zNk9BVx+tFFfvEP4aPziX8RkclRuMdBRRRIBtR9etFFSAUUUUEn//Z)
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Table-top pH meter
Determining environment pH
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![ph 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)
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Flame photometer
Determining of the amount of K in plants and soil
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GBB6c5zj86968P674iO37Tq8f3fuhB/h+X9a+bpZtWoycZpuz7H006cZbaHc+CLnw/bftEeKLLU7CK40zXo7hLm1nUNHKkqlpAwI5Vg2D2PfpXpP7OvxM+0fDiPwl4k1aS61jwpeTaDqk11c+ZcTtbNthupSAMPcWxt7rHpcLXiOi2HiXXvHFrF4StvtWrSEtIzttiiiC4MkrYby0HAJAJPRQzYU954a+AHxL8N/E7xB4rt/E2ippevWdhJNawRush1CESwyzv8Au8EvbrZRg5zi3A4xz9BGtiPZqahvqZ1lF1L36HuVp4209mX5+protN1KG9TKt79a8ct/AniZI9sviCFTnosOePxxXW+GNRvvD8AgvJ/PK/xAbc10UamIlOzg0YuMV1PRBtPTNVNci8/TLhHXd+5ZuR6DP86wm+Jip93R93/bb/7GoL34miaGS3Gj/eVk/wCPj1H+7XbDSaZGpx1nMlpq2pWb3f2OSa8WS1uJAuyMeRCgxk4OGQkjtkeorA8YfC/4KePNTGoeO/BXhPWrpV2C51LSLeZwNwONz57qp/Aela+qXniO6+QXWnNHk7FnsXdl5OORIB+grKkTxBGrMLnTfbGnvwM+8la1KkJaNfeOMdNGUJPgt+z6q+VF8KfAo28xt/wjFplcY5yFzjge9aen/DX4IabCqaf8PvD9vtXCiz0W3j2r6cRH0/KqzXXiJF3/ANpWqc9I7IdPxY0n9p+JAMJqsa564tV9O2Qaz56KlflX3Fe9tzGjPoHwwSVbiLw3bbkUBTHpcRK44BGIuoHGfSnHUfD9kCllHeQBuFS30luB17RViSaj4maQ7fE8qnH31t4ePb7n+NMm1rxUAqt4nnOOf+PeAfrs+lONaG1vwJku7OzsfE2no2WtbifPG6W0nT8cAL/k+9SXGtW05AXRT97P7syL/wChP0/z1rgpfEfiNIjnxBcZ658qPp/3yOKqXHiTxGU5124+bnGQMd+w/wA/rTVaKJcejZ2eq6zf2YkksvBGp3aLjYlrcQLv46L5k64545x07Dr+U3/Ba+e4vv2otFurjw5eaa7eD7dEh1C4id5tt1dYIMUkq7cepB68c8/ovc+JdYETMdcvlVR0jvHU+33SBX5Pf8FCfip4h+LfxkbUvGN2JrjSVutNtZEcs4hhvbjYOvX5j0xkY68murDfvp7bHDjOVUXr2sW/2A/iJ4W8BT+KYPFHi2z0aHUFs4pHudQFvI0YMu8RlyBuO5RkMpUOzg7htb6C8dfHv4NXXgXXE8K/FrShLdeGbyxm0+TUrfbMpt5PLVQp4dGO1T/EGYfMdrD864J2YFmIBB2iNWLADqOM5B5z6fWp5podonW8bcpwPlJ6ep78+uSQPy/KuJPCTKuIuJZZxWryi5OLcVFW91RSvrr8K6abrU7ct4kqYHL/AKtGknvre2/yJExuYLEArFiV42kY6Yxz1/DH4H9hPDkEtj/wRO1xLqK3XzfgHrEq+XIXGw6VOwyWUc7cHoQM4y3JP47ELcKqTzNHuGWLMQqrjgYz268Zx+tfrdJZ6DL/AMEf/EF/YTRyxxfAe+3Sw/wyLohZwSDwVcuCc8Y9eK/UcZeOCkvJ/keNgIqWLXkv1R+BnjC4g8+GOHcxH32Cgc+vt2P+Gas6fcRpZxrP97b820cVl+K5YBJCsSr1Ysu/cO3OOnTHPrn3plrc6dHbqs0zK23JHzf415cacZU171jqSgtGftv4A8FeOvAPjLWNMutClFrd6xO+myW671MJkYp06HaO/v3Bx7d8NvB/j3x1r8fhbw3p5jk8sPd308ZMNijcCSQcFsnO2MEGQggEKHdM/wAL+FPGPxK+Pk/gXT/GjabHZxSXUhWN8w2ytGhXK8F2MmFUkZw5z8hFfWPg7wx4V+H2iDQdBXy49/mXEkjF5biU4zJI38bHpnsAqjCqAPNp5PGpipzndJO9j2JSpcujuJ4B+H3h74daJ/Y+iLJIZG8y6urjDS3EmAC7kADtwAAqjAAAAFbUkzbTjoo6VCdRsjyZv/HcVE2o2HzL5p+XjG0/4V70YpRsjD1JpJcDByP6VE8m9uBUL6lZg4837vX5TUM+pWoB2vj8DS+0DJJpipwdvPt1qrMXZ8p+VMfUYSwY3OPYLUU2pWqfNv8Al/vbfel10HzIdck58vbVG4IOd46/3u9E2qQscqef7oqE6gjx/vDknp8tS4+7cXW5DMGJyzN9M9KgmyI9uwnPHP1qV7mP+Jvf7vSoZbiEjaCffHap5etwv0IHbGVZV+lQlwBkLtP+zUrXFuw4lbH971/z/nrUEl3aqC5fIxnp0qbS5haEF0ImOU+9125qpJbC4yw+9+nTqKtmW2l/5ZMT0+YcetQTGBDlVbHbKjijUNTNvbGWBPMkg3fKd3pX4MftpfHDU7b9pvxJ4Yhs1hgs9fv0mYgM0hM/mBsHocOQRkjGDxnFfvlMSi/6pm3cbdvBzx0z/nNfznft06lcW37Wnj6yKLFHN4qumZVGTwE2DoeRluuPvdPXownN7RqP5nNiVGUVE0pviDpbaUNTbVkWGNC26RhjZtye/GADnI9awNK+OWmWbW9/qF5bpplzMqedb3B8yMOQcsAoTIOMqrFgOoyDjwvW/E11qeqpoN7c3D6dvUXENu3zOoOdoJBHXvg4wOOOfoD9o39gbS/2f/gjN8Sbjxvd3irqNnHJp66e0Ua+dHuGJPMILL03bSrZGFWvao4TEVqbqU4tpb+Wjf5JnTgOHcVmGFq16auqUeaV2k0tlZNq78lc9E0+/tJoo5YJ42VVbcM52YxjGD7+mPpX6d/sr293bf8ABEL4jODKyjwN42kiPzyNg293I+NxP8W8gdBxgACvxY/Zx+IGoxiTwVe3X2lYIfNtZWAbzIgfukdMjGO/ByOMZ/br9kLwrrvjP/gir4k8CaBH9u1LxB4S8U6Zo9usJBkubgXUUaHrjLv944UdegzXHiaUq1CcIq7atY8nDXw+MSqfCuvlofg14i1S1EVvbwmbO1mxJCVODz09Md+h/UW7J4JbSN5Ghzt/5aKcn36/5Ffrt+1T/wAE+P2YfgJ/wSU1r49eMf2R/Dtr420Xwhp9rqFrbaveI+napdXENn9pS6KiSeRJbhZTG5aE4ZN7ooY/j/apI8Cul2yqRwrIc/zrz62H9jL2XWO+/wDwDXmjOnGffbbb7z+g34vftW+Ev2Pv20vGmjap4ButUN5pVrFYyW14sIVI7m73Agg5ySg4xjb05FMm/wCCxfhRi32P4DX0m2PeoXXo93Uf9MsYIOc57e/Hnv8AwWdg8G/Dr9t3QfEHjOW8t9E17S20+a4tCq+VMWSZXbcpG3c5HtkkkYJrkfCP7P3wH8VJFfaf8StW8l13eXtiDHv1xwee/wCnFd2KxmWYety1tG/J69DblxTbUWrXPZJP+Cw+nlG8n4ATbk+8r+JAuD/4D8f5/Gr/AMPibdptyfALCn+GTxPgnpjA+zevH+cHi7P9iT4UamiyDx5rQO4MJIzEO/pt6/8A1q2tO/4J2/Cm/j84+Ptc25xtVoQF/Hb1z+HP58scyyflb3+TF7HGd0aV3/wWHuAm6D4DR4C87vEjHA/8Bgfp3/Ks+6/4LF66+7b8B7VcMR/yMROTxyAIenPsP51Z/wCHbnwmZ9reOPEClW/hkgGe3Tyun6ml/wCHbHwfi3SP4u8RfdxGfOt228/9cee3tj05olmWUU4ptN/Jk+yzByvdL8jOP/BYXxE5Vv8AhRtiE7smvOyjjOM+TyefTp1qCb/gsB4j2cfBKxIHA/4nbkk56gCL3/P686z/APBOL4IxyL5viTxEyrj/AJebcAt/35/p/TEI/wCCavwR8vZ/wk/iRdxzkXkGQeOh8n9e1H9pZS9LP7mWqONju0zBl/4K/eMIpGWH4OaarKxzu1OXAGOn3Rk+2B0PHaqd5/wV7+JJ2y2/wh0OI7V8xWvpnHUfxL+XQY647V13/DtH4GDDTeJ/E7MF6fbbfPOP+mAz059z9ahm/wCCanwHjyz+IfErN/d/tC3UHrk8QZB5/wA4qFmmT2ej+4XsMdzbr7ziZv8Agr78VngJh+GvhtWU4Vma4OT9N47+hPFVX/4K5/HHcsSfDPwvGx+88kdw2z1ziXpjofWu1f8A4Jz/AAFRVUa74ibb/fvoSdvYZ8np0z/Xmopv+CevwGiPzX+ubWC8/bIcDnr/AKr8P1qI5plDjdRf3f8ABCWHxlviOCk/4K4fHzy/KtfAPhFSF+Zmsbo7TxzgXAz16f8A66rN/wAFcP2g2ds+A/BqjdgKtpdFm9QP9JxyMfiOpzx3kf8AwT5+AMKsZ9Q1+Rs5Zvt0bZx6nyz69evTn1r3H7Bf7PbZm+1a8WVsgyagmWB9f3fT/wCv3qo5rlPSD9bf8EFh8Vb4jg5P+CuX7QEbQtB4D8GrvOWX7DdsPbH+k+n4c54qKf8A4K4/tHRnzW8F+CcKxKq1jd84Ix0uTz9MflzXay/sNfs/BVDx6pIvykSHUehB68KMeh/+tWPq/wCyF8A9Lnx9i1JlDZLfbu34KO3HH/64jm2UqPwP7v8AgilQxa3kv6+Rzv8Aw9x/aJ8sxnwb4LjU7gFbS7vIwen/AB88H8OK/Lr9svxNN4q/ad8U+KLn5X1O9+1yeSrKmZIYnKgNlsAnjJOBgc9/09139n/4EWaslpoc07bT80moSFW5Pc5Ofavy7/a504Wn7RHijSoU8vybyLyuCcxrAoGTz2GeTj+VdGGxmFxGlFWtvdai5K0fjZ4vqNg1lqy6mtq01uz5kVW7d+3t6fXNfW/7Yv8AwVgP7X37LPg79ma4+C66XL4ZttMin1yG4D3GpNZ6etoDLhB98jzDndzgZwMn52vPD3iTTrC01vUtImitbyJms7qZCI59hKnZnhsHgkZx9RRa43lxCm9cFFVQMnIxyBweP89vfwua4rB4apQpW5ZrXTXtp23sY1aMatSnVk3eDurSaTure8k7SXk7m9+z/wCGbq31aTXdUP2fgpHG33kXkt3+8eOOSPzr+h7/AII72smof8E8fCsbBjuuNVf7hUcXsxJHToAT7fhgfz8eBfDvjXV7K+1vQvDGoXFhpccbapdQ27PFZ+aSiNI6jC7mBUE8E8DPQfvn/wAEWvE+m6t/wTq8M6Y+pxteaZealBf2vm/PBIbySVUYHBz5UkbZx0cfh5s5N05Jbl0+aWKTl5kP/BR74dfEb46fAj4gfCj4la7pbfC3R9OttZ1RPC9jP/bsVra+XfZSSe7jtJH2KSRIjRgEMAXVWr+eu13RwKlvdfuxnZvVc4zxnnrX9Pn7YfwR1fx3+yJ8Y/B3guxP9sXnwrvdO06xVjI97PHoyqkY4GGc4jHJHAYnsP5/rX/gmH+37ZQLbL+zP4kG3J/1sXUnJ/5ae9eW/bzk00tLdN99X3ex0VIezinG7v8AO3p2R+s//By54PLeEvDPji1tGb7PcR+bMqf89NyDnPJ/djjnsOK/Lj4c/t7eO/hpAuhTeH3vpLUALN/aDR7wCMB1KHJX1JB/Elj+un/Baq/s/jr/AME5fBvxb0mKZY9e8K2OuQNIwVljMUE6g4J+bbOQRu69CcHP4MwWpfxhsDfeZVjjjYkv0wfr6e/pXdiKdHGRjKaT0ujOv7SjipR2P0N+Ev8AwUi8canpMBvfhj5cyoqqv9sBstgZ6wr36Z/Dk16ppX/BQ7x9JJ5dp8KEkVlz/wAhpvlwM4P7ntkZ7/kK+QvhJ4Uu7bTbWwRW4XKjGQQFzzgjnv07elftJ/wsD9jn9kj4a/CfwL4t/ZIsPFGteLPBVneRyab4Y06SSVhDHvMklxtZ3ZmLEnngnrXLUwOW4aHNOGlm272SS1beuyMqeIxFSLnOaST7HxlB/wAFDfiKbVbmP4RsQy7vl1g46ZPWHPB4zjmkm/4KN+Nrbe7fC+NljYbpG1jC7eMN/qvl7/56fdjftAfsoK0Yv/8Agndp6TSNmNJdK8PbmGCAeJjz1GPyqb/hfP7MUFthf+CclunlhTHH/YuhLn8pDjHA9u2K+YlxT4e098XRV/8Ap7H/ADJnjI0966PgZv8Agot8RHRQ3wkhy3KbtVPPPJwIs9fX6Z9aF7/wUf8Aikr4h+GNm0avltuouxzxheFA79zn27V99zftOfsg27iS5/4J76evmNt83+x9B+Zv7uTKMnnnHTNZusftlfsR+F7vQxrn7BNnbrruuQ6XaXEXh7RZVimkYKCdjEgYznHToSK6cDn/AAXmWJhh8JXpznLRRjNNt2vol6NkRx1OtUUYYiN+3c+EU/4KP/GJpWWL4aaaHDFT517J8oy3XC8HIH+cYpy/8FGfjS0ymT4daSu5fvfaJTk8Djj3+vP5ftp/wzZ+zoH3r8BPBo7n/imLUe//ADz9a5v4veD/ANnP4JeArjx/qXwC8O3kNjJEkdtZ+H7QSFndUGCygDGQTyOBXr4iGU4OhOvXhaMU23d2SWt/kerhcHmOLxEKFCXNKbSStu27JfM/Fmb/AIKOfHOREU/D/RVLMvPnS/dbABHPOe2OuceuKN9/wUG+OsZUTeB9HVmYhSscxzx7vn/PU84/UTxd+3B+yz8O9H0fU7j9l7ybPVPEFxpF3dR6Tp6waa0f2fdNOQciEfaFLOobaI2JHAzHo3/BSz9l3VPFf/CNWnwKvrBZ7S2k027vbGyij1GWeSNTbW+1zvnQSM7xnBCQytyF568HluGzLBwxmGoOdKa5oyV7ON7XXlfQxx8MRl+KnhMVUUasHyyi7aO17Oz7a6M/Li4/4KAfHiVzEngvQ1YNht3nDHbIzIMjJ+o/UZ15+3/8fIgR/wAItocitgRjy5jk4yf+WgyO46Y59OP1i8N/8FMPgDrnwz8WfEW8+CupafJ4R0htQ1DQbpbI3oj+0QwKxUPtVZGmBRi21gkmcFcHB1H/AIKx/A6CG0tI/gHeXFxd61qmmxxw+INCktVaxsrW8mc3guza7TFdpjEh+dHX7wCkqZXRo1pQnQtKLs07qz8znjKVSmpxq3T2Z+Ut3+3P8fZd6zeF9HRsgAm3m3Ou0HP3+M9Rya5rVP22/j1e5J0LRxuIY/uZmXG7GT+945+g7cmv1it/+C137O118RvDfw3T9n/xSreIpNERb7yrTyLSXUYopoVkIf7yrITjqdjFc4r4t/4LUeFtD0b9unxBLYaNBbtfaTp00nkxrteZ4AC5AXqQn49c8mtqWX4OrJQdFLS6JrSrU6fNGpe2h8pXX7Wfxtn3LFpOl7jkjdbzY6DHHm8857dehr5T/acl1TxD8VNS1C8jVJL4W1xIseQFla3hLAe2e/Xj2r6RmtLazmD2qhfmw2c/dB4/E4/rgV5F4/0ax1H4zX0d9bb49tqFDEfMBbxLwf7uR+eenbSWBo4WzppK5ywxGIlJqTZ4hbaFqF+qxKJGCqQN3O0bs+vTJJPTk10Gi/D7UJ5Asds7hiQrMp2tgjB568c9f05r6T8G+A/CSwq8vhe1bbkrutw+ehHtj6H/AArprTw7obOqto9ptRtqMLVTkgj8ug+p+mKuMY8u9rjeIle1jwPwz8OtZiDQbGRGwWWTgsAcDIPT16n8Oa/V7/ggH4g02PSvHvwf1y9Lxrawavp8LJswxlWCc5+n2YemenSvitNMsTJ5dtplqMEeav2dFJ5PQY4/Xn9frL/gkI2r6X+0d4hPhm7sra8m8B3P2c3E8ccchF/YuwO/aDwCduecccchL2dGEpPsx0qlSVaLXdH6gaLLdalpWsz3EHy3FncDdIh2s32cITzkbcgjuDjuc1xMfhZVXascOO37kV2XiPStZm0/w/LDoAuJV00QtPHsZnZpZQERudwPXjIOR6is/wD4RXxXN+9h0W6dWAKssOfw69f5VjTq05TcVL/hj2OV8uhzv7W3/BOrU9N/4JcSfA68+KqatqHw3+G89tb6x/YXkLqENrZFV3Rec/lHZFGc7n5Tpzx/NT8N/C8us/FaKyjGP9KEnyt90AcnnPtjHfPNf2WfEPwpb+OPAGueCrjasesaPc2MhYZAWWJkOf8Avqv5Q/2cfhbeJ+0d4u0n7AsjaXrE1irNkKGEm3AwBwQmPbPOOK6adH/Z4whsml8v6TOLMJSlX55PVpv538vU97+Dnw9W4jW/voFVVk2OzKduOvt2/i/HnFfq78Y/2DfHf7Sn/Cmfib4L8a6fp58I+A7WCSxvrd23M8I5DqfTjGOMZyeK/PvSNJg8OWn2SOCKQqMvGrnk+mSw6/ln8c/rh8Lv2j/hRp3wt8MNpfxP8Ett8N2Md1HqXi6G0eGRYlyhTDMCO4YLtx9QDNsHTnRVGceaM4yjLTRp2TWnlcwwdOjWpThPq1fU8dvP2DvjrHGuq6j4h8KQraxs0kjXU8axrjJYnGOCCeQAAAc8Vy+k/Avx98RpYj4f8c+Gri1Nlp+orNDa3rK1vdXDw20vERG1nikB5woRmOF+avp/xN+0L8N9ZtVtD8RvAMkfLKYfiZ9lZsjZjMceSuG4564OAQCOdm+JXwqE06L8RvCnkyW4hXd8br7c6lt2T8vysCDhgxY89BmvzGt4V8C1mnUwKdttZ6f+TF/2TlzXw/j/AME8K8L/ALC/xT8TxXF74U8X+FbhtN1B7W43S3sarcRlSy/MmW5x8wGMEKCRVX4kf8Eu/jp4+1rwxqGr+O/CdnY+HPE0OrXH2W1nkmnWN1OBnaFbG78cfWvojw/8b/hr4VCReHPGvgCONVaLZN8VWkRVGCBsaIqWyEXOMhWwDgAHZ1P9pzwB5U9uvj3wExaMCH/ivINz5IByCmBzuAyecAfLnI7cp8P+Ecjx9PG4PC8lWF+WV5u11ZuzbXXsVTynL4VFUjBXR6eqE8V47+3bItv+ztqkz63penqt5a7rnWNWt7GDmZQAZrh0jUkkYywJPQE8Hsn/AGifgArY/wCF3+EBn7v/ABUlrzjg/wDLT2/z25D41+Kf2Uvjv4Hn+HPjf45eG/7PnlSWZbPxRaK7bHyPvMflz1BGD0PcV9Zisvw2a4eeDxMnGnUTjJpaqL0bS7pM9vBY7EZXjKeMoRUp02pRT2bTuk9dmfCPxI8LeJW8N6KNL8c+CcSeOr65l8I6l480FRrsc0OlOloJ5XlILIyHKHeEnRgv7yNqr2Xh74oXPxSk8WWfxE+GuuXdn/Z7XQh8SeG/+KYjwsDyiIJtdZk2x4Owh5FdGz+7b3i6/Yi/4Jy3vgZvAWsftQvfQya1Jqdre3nxAsJLq0meG1g2wybP3aLFZxBABlBuCFQFCyt+yP8A8E3rfULXWrf9paC1uLe4ieaWH4g2Sfayj5RJ1HDoJPnCEABuQAQK+lySOU8P5LRy6hUvGlBwTlCd371021JK7Wt1FX+Fpo8nOMRmWd5xWzCtC0qsuZpSjZO1na6b+9vutTwv4ReBvEMvwP8Ai4dY+J3w81S11TwasT+KIvE/h2Tzx9thAEqj9zEkUZZDJIwjkdlJG5Qa8/1f4S+L/APwa0Dwx4xb4N6T9j8V6tc2+n6pr2iwW+rObHTY0mnR75DGc72aO3lVUKwkpt+U/XHhH9mr/gnb8PtO8S6Bov7U9r9n8UaQmm3lpL8QNNeKBElSd5YYyu1JHdVaRsHdnkcDb5142/4Jyf8ABLLxb4ft/Dmpftcy2UNrrV1q0X2X4haQrCaeGCFxhoWQRhbWIhQvBBOSCRXViszy2M51IxhNud0nCabi4pfzaJO+nR6xfQ8+GDxnKotyjpb4o73v269+q3PiTVPhp8QfFf7UPhTW9L8V/CdLWXVvBvm3un/FTw6qWsmn2tpDLHFF9tMrqHDKFCs7+WCPMyM+if8ABcGNIf23bk3PG7wzp7fLgZAV+vJJ5HX36dM/Qg/4J2/8EybrxrofjLX/APgoTr2r3HhnVI73TbfUPidobRRukqSbCEtVbYzou7kHHQjC181/8Fifif4B+Kv7Xlxqnw38Yabr2mweH7GCS+0m4SeFpl3vsEi5V8CQZKkgElTgqQPHw8o1MQrdE++m1tzqrU5U6Em+rXU+NdWixdmNHVflwp6ke/8ALjtn8K81+KJ8JN8TNNi0rUpbm5j0eEa8kkLKltdeZLiNTj518j7OxIyCXIPQrXrmp2krKz+SF25J469e2T6+nY+leI+KDHF8c9SiL27SMtqVj8l/Ow0CqGLcRmPKHaPvZV88FM3jIy9nHXr5HDSje7fY9K8J28f9nxgxt8vyszNnPPJH4Z6/nXsfw3g8JP8ABjxhc6x4CsdQuNLhH2K+uJCjNcXBEUIO5SdqATy4Qrvxhu2PJPBtwW05DGYdoyWVV+U8+p/Ptz69/VSumeGv2f7eKS2jSbxF4okmeUMcLDaQbFwM/wATXrdRj93jniseWNSnyy7dBU5VKcrr8jzzRrm6giEV/cR/aY+Jo1HLtj7+AOhx6n0Pt9Jf8E1fCMXjX483WkTPcMkfhe6muvJthICFlh45dQEGQxYngj3zXztNNaxRLJBJF5kbZxtw34nkn069/XmvfP8AgnPaNr3xwutHm8S3Gm2lx4Zuo9QubOMYaFZoJGRjkcEqOSRjjGTweHHRthaqdtma0eaVaHmz9O/hX8avDHjfxf4f8HW1vqVmfCN1suFutOYRXRKSRiQO5G1VV92QGIO9f9qu91vRPg54f1OTRv8AhamqaX9n2qunWdwvk242jCIDG21QOiA4UYUAAADxk+AvAXwq8Ez+L7e01jVlj+zi3ax1c3E0kspRI0QOQDvZ0wThQGzlR01/BXxV1LVPC1lqKXkdkk0O+O11jScXUSEnaJAFcA4xxuOBjp0HydHMZYNWxFru+q+Wmtj6KMuXY+/pMMrbjjj8q/GX4Nf8ExPDGp/tA/G3X/D/AMRVt47f4qapYx282i+Y0SoVIBcTLkkOD90Gv2ZbO2viqy0xvDP7Uvxz8J+E0jtb251aw1e1+1Rs0Jku9NiHmMoILKZYXzg8kPyDmvtK9apRo80HazT791+pzVadOpJcyvo/0PCp/wDgmbfs58v4xxKFUYWTQWPPfnz+vvyfWoJv+CZ9+sRRfjPDvZQCv9gtjbnOB+/9ifqOlfUHh5/GEeoND4i8xrX7GghkdociRT8+/YByxOVK8bR8wVuuDZ3JXStRvre4sZI7DxBII9uo3UKx7SqESlgx3bs5XHlvkNzv3Vw1M7x0a0Ic3xX7brXt/VhQy6lKnKcVorX1fVnzaf8Agl/rW1sfGS25bgNoJ6ds/vuvH+PeqV5/wS/1ldzx/F2zV8fNKNHbOe3/AC19a+xYry2vLSO6triOSKRVaOSNsqwPcEdqhupcn5Rkfyrf+1cc4/F+CM/qdHsfFN7/AMEufE8krFfi5ZrhspJHp0i9zx/rDjt+vfrT1D/gl/4xaRQnxT0tfuhv+JfIDjj/AGvx/wCAjvgj7WlkAPLDmoJJVaP5nz6Vl/auNlo5fghfU6Eeh8RSf8EtfGoO5Pivp2QmBu0+XrnP9/n+veo5/wDgll4udd0vxX03f8w+XTZVxnpgb+nqB1wPTA+2hMkkuMrt6bahmciPZ79qz/tLGc17r7gWDwq1sfEt7/wS18QoN8fxesozz5ijTXI5XH9/njPpxxWVrX/BNa60b7PJrHxys7fz5kgQJosrbpGJK9JOAfU8ADkmvtu/CtGx9vyNfkz/AMFgf+Cn3xq+Bf7TLfA34FRWcM3h7T7WfVtQvtP8+Tz5Y/PCx7m2iMQvGS6gNliNwxiqp5hj6k+SLX3IUsLQjq0fQ1t/wS81udWjT4z2rKwwF/shiB7f63gdD06/jVG+/wCCa1to4mGufH+CMRpt3R6DJM24jOCFl+X2Ix1rY/Ya/a7+JXx8/Za0v4ieI/DtnY+JtQ0idrCOSRvs1xcJvjQncSyKzIDglvlb7xOSfo74XL4W8feEbjxT8OfFeo6Z4m0/R/P8O65dRyzWkEkylQmoIVZfKaUxvLlQ6ofM3KI2ZSjjsZXqNSktN9F9xf1Wio8qT+8+Xbf/AIJctqcCXVn8dIZG2hgv9hyKwHIGVMwxnnr2HHHFRz/8Eu7ixjkmuvjZaxsFzK0fh9jwMc/67Oc8eo/Hj7uk129uPgXcfEj4m+D7HSdYj0u6i2abfM1pqmoxyra20tozAMYZmRTHlV3LLHnceR8e/wDBT/8AaoH7JP7N83xCk02K8ur7WYdN0+CTmPznR5t0gDLlAsLgjODkA8ZB0r4vH0qkYwlfm8lclYKhvbfzOCT/AIJpWmr2n2i3+NEMkas22T/hHWUnDMDnMw446dO/PFfm3+2L8GPDej/tS6p4K1yX+0W0VhZeZCXi8xUdxu2hvTtlsc8kCvrT/gnF/wAFNvH/AMeviJqPw28XaHaW4t9K+2WbW8PlLBEGWMlkT5dimROEAO3HU4rtP2+fhe3wE+P03jnS4I9CTWvD8V5DqS2rq2p3AaP7RAkqKVkIklLF93lBVPRtitjTxmKliHTq7pabGc8PCEXKC+Z8IeFv2dvhTf4l1LwPLcRKFZd15OFUZwQP3nYjnkHn8vavj5+z58DdL8OfDv4Z3Xhy2ul8O+CbaVLeSaf/AEaTUZZdSkHzMCxxdIpY+gA4Ar0L4J+JPFPxF+MPhnwvBFY6D9q1O20y3vbO0MZHn3Ij82U5K5WORUwioNsQBBO5j618QfDfij9rX4ua5deDfhrc65Ywax9jt5ms/Lgt4AfIty0u0CJ2hhXaMhmx15xXr+05aKk9jkvLVp+h8U2HwO+DmmqwtPBNrGyqFaZpZXYdeCXcn/PPevs7/glGtr4a8a+Jn0TwyrabDZ2f2+PTtkbxp5jAScqxbAyCQCQHJ54r438V65pFj4t1Sy8M6i0+mxalLHplxNEN8kHmlY2ZCBhmQLkYBz2GMD63/wCCRviaeXx14tFtfKANKtvkUY3qXcDj2xjv1x16+Zm0lTy2c5a6fdqgw+uKjr1P1B8Qan4MvfAkdt4P06VZtQ2/bobi482RAM4U4YjBIBH3TgdBzWXZfDVzaRltMlX5BwtvKw/NUI/U1j/Dqexm0a+0vULGK1tLi4himmhZYzGpzuPPy/dBHIxkr7CvVl8JX8K+ToMmnW9mny28DQxMY1HRc47flXxf1WGafvJeWnY97mdPQ+tm5XBFeD+NP2d/E15+03r3xjsbixg0fWPB2n2d5cT3Tect1aTXZGE2kbPLnGWLDBGMHOV94qveW0V5E1vMnytwea/QpxU4OL/qzuRbW58M/HL4/fF74YQyT+C/2TvGXjjZeCKOHRfJhaWL/nsDOyqF46Ft3PSuPs/2t/jTqWnrd3f7DfxGsZX+Z7aS1R2TI9V4Ppxkc9a++tQ8GWpy8KBu+GrMuPDcUQ2Par+VeTUwdTpJjSPhz/hqX4q5CD9jr4hDcen9nhvxzn1+v9ahuf2rPiJDIRP+yB8SAM/w6dGSP/HhX3DJodoRj7MOv92mf2HZgbfs61zvB1r/AMR/ciuWPY+FT+1v4zZ/m/ZE+KEe7lVk0WIDHfnzeD3qGH9r3xHcNs/4ZL+J+d20gaHDxx7zDsP1r7sbQdPPym2XH0pjaFYZx9mXj/ZqfqdRSv7R/cg5I7HwcP2x9YDK5/ZR+KCpvwsn9hwHfzjgCf1/H2NV7n9s/UVmkhP7KnxQQLwu/Rbf5+T/ANPHHQ9f17/ezeHdNByLVcfSoX8OaX0Fon5UfVat/wCI/uQckT4Fuv2yyxxL+y78UlUycN/wj8OCOnH7/PXHavF/2idB/ZN/ab8RaZ4u+PP7APjjxFqukYSxv5dGWObYGOIpGhu082PLMRHJuXk4XJr9Xj4c03ABtF/Ko38N6Wo2/Yk9uKI4etH7b+SD2cX0Py3tPiZ4V8L2NvYeC/2UvH2l6fYRrb2emw+HoI47dFG1UjRZwFVQMAAAAAAdqrw/tUHQdVhvfD/wf+IWkamLwyXN1b6Pbs8inIYeW10FDnjLFTnGSCQCP1Jk8LaWxz9ljPb7tUpfAGgTTGeTRrZmbq7Qrk1jHCVqcuaNTW/YPYxPzfn/AG2vGerWsM/jL4J/EbWrq1kZredfDcEaw5XbnaLoqGwSMjBwx7fexvil+0x8E/ix8NtU+G/xt/Y7+KWv6TqDeVeaP/wjdg8dwokDIQ0l4gV0O0hgQQY967ThU/T1fB2lY2GyTb/ujpQ3gvRR8ws4/wAUryc44fqZxKEqmKqw5f8An3UcL7b2tt0OihJUZN8sXfurn4zfCfU/2IvgVodwPgx+xB8XPC7XkhN79s0qymnuVBPLTNfzMQCxwC4UFicda/Vz4e+I/wBlDVZP+ES1rXNL0/xLZxiwvoxqzWl2zJGpKjDxu6ZJI2ZXtnOa63U/AekPC22wjbOTwtfEPx2/Z8Txf8TPEPjbW0kjthqkqbYxh5SsvBByf7vpzu5HAJ7OH8io5PWqT9vUqOdrupNzta+3M3bf56GWKrSaTUI/JW+8+htP/Z9+DWhfFS18V+F/tqi3ndRHFqs5jIcbTnLM2SMjOec56nNdt4yuf2aNT8bWOl2N34cn8RGZUjtm1T7bepKilxkCRnjUAbiz4Xggls4P5G/Gfxpfav4wbw+9mtpZafM0Fjp1up2QgNhucfvHLKSXJJJyTxgD0n9j241PR/ihpOoWIuI717pFgkweWLYAUHG5vbGDk9jX031eXsmlK9/I4PrNPm+Fo/PO/wBF8Pxaqq3OjquHdQ0ajpnp9P8AJwDkfXP/AASqtfDlr4o8SRaPp4hluLK1+aOPa2FZs5z0HK9R7fT528Rfsn/tJR3E1zH8N9fkTdjdDo158mf4TmLHTOCQOB1Br3X/AIJc/Cj41+Hfjldw6h4C16ztZNJkSS6u9JmWOOTzYyoLMADkAjAPT2yK584n7TLakIvovzR59DmjiouS0ufq98J/hW174Za4uLyPfdQho4ivRhyMk/8A6ua0E8E69ar9mmguleP5XEcnyhu+PbNbvw4m8nTba0u7do5I4gpx9K7dJlCAKzY/3a+XjgcNWipLR2sfRcp7Uc44qM7s8VJUbqARgmvvDnAbu9Ry26Sj5lH5VIBjvQelZsDLutJR+QtULjTGTpXQMpIyahlgRh0qXFBc5yS2kTtULwNmt+eyjOeKqT2KA9aylTK5jHZOeab5JJ5WtCSzX+9UL2+DtzWUocpRRaM45SopIhjpV5ozjhqiaME4NQ4jRRMeaPLNWgq79uKGhGc+9TawXKrQkDhfzpjRr0xVtosHG6mtApIzSlEdyqltuPSvA/2ldV+EXgvXJrjxxpPiBrqS3HlvYWO5ZELAgBg4U4OQMrlTu55OfodI1B4FVNf0LQ/EtkdL8QaNa3tuefJurdZFz64YGiMY9TOfNLY/KfxHpP7CPijxmZbrwP4sWdZm3SNdt+9bcWJYeYCxJbk5ye5NfZP7Mfwj/Zu0i20vUvh3p+uW8lqu+0t9Ws5G2bsM7BpLmUJyBlgA2D1yefVof2VfgBa6mNZg+GdilwrZDo8gwc54G7A5rtND8MeHdEh+yaTo8MCY+6q9fxOTWi9jGLsm30u9jGnTre0vO3yRjHxodQia00PwsLeP7o+zoAp/E5/nVBfBJv5/tlxp8cbt95v4jXY/Z44uBGv4Uqwg/drhlRlP+I7/AJHXfsc9ZeD7S2w5XJHoK0102NVACCruzHBNARQOR/OqjShF6ILn/9k=)
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FIWE 3 device
Determining of the amount of wood fibre
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)
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SOXTERM device
Determining of the amount of fats
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)
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Water de-ioniser CRYSTAL
Water purification
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)
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Automatic polarimeter WZZ-3
Determining of the amount of gluten in plants
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)
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