The combed, gassed and mercerized cotton quality is produced in a particularly complex production process and has many positive properties. The beautifully shiny cotton yarn has an appealing color palette whose tones can be easily combined. Even after being worn and washed many times, the quality retains its special shine and shape. Ideal for quick knit summer and year-round projects as well as home decoration.
Important note: To prevent the colors from bleeding, wash your knitwear or Please crochet piece from Catania Grande at 60°C for the first time. During subsequent washing cycles, you should stick to the specified temperature of 40°C.
Gauge: 16 stitches, 22 rows for 10cm x 10cm
Yarn season: All year round
Needle size (mm/UK/US):
4.00mm/8/6
4.50mm/7/7
5.00mm/6/8
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mVypUrV0LlkzEbAoZLhNAHgV2CvnPnzgcPHqhUKhcXlwkTJgCAXC7/888/X758yU6Cy+VykiQzMjLOnTvH7rhw4UIrKyuSJKOios6cOaP7SUX1gYNxhFDTY7uERUVFNjY2EomEYZjY2Nj+/fvfvXt3yZIlN25UPD3bycmpoKBAvcxo3rx5mzdvNjQ0DAkJmTFjBkmSXbt2TUxM5PP5DXEFE3uXCKGmx15wXLdu3YsXL2iaXrhwYf/+/Xfv3u3o6MjGSj6fv2HDhoiIiJiYmFmzZgEASZIHDhwYPnx4dHS0p6enq6urSqV6+PBhQEBAA3UwsXeJEGpi7AxPcnKyg4MDTdMWFhZnz55dv379iRMn2MBnbW0dEBAwePBg9TTO77//vnLlyhcvXgAAQRA//PDDpEmTRowYIZFIDA0NU1JS2rVrB/p+cySGS4RQE2PDpbu7+9WrV0mSdHFxycnJefDgAbv1iy++2Lhxo1AoZNefs08qIklS80FtNE2PHj2apunLly833KIiDJcIoabEBrXQ0NDp06fzeDyVSqUeR3fs2NHf39/DwwM07pJkqW/d2bJly4YNGxQKBVTeGsT2KG/cuNG/f3/9RkwMlwihpqRSqeRy+YABA9jl6FB5p+PkyZN//fVXExMTbTc1srNDBEHExcUtWbIkNTWV7XuSJKlUKp2cnCIiIvQbLnGqByHUZBQKBUmSO3bsyMzMVL9Kt2XLlr/99tvx48d1xEoAYN8fSdP0kCFDYmJivvjiC/Z94gRB8Hi8q1evnj59miRJRZUnddcD9i4RQk1AfQny3r17Tk5Ob968YR+Krn5XBMcX6oLGOP3MmTPs2yyaNWumUCjMzc3/+uuvVq1a6euhG9i7RAg1NjYUsu+KcHFxkUgkNE0zDPPdd9+p3xXBvlCXS27qpxmxb7OYPHmyTCYjSTIrK8vFxUXzbRb1rDb2LhFCTaC4uPibb745duwYALCvLTt58qSLiws7oK7bBUeaptlHFu3cufPrr7+mKEqpVPL5/LVr17Jvs6gn6vvvv69/LgghxBHDMOfOnZs5c+a1a9d4PB67DCggIIB9+ThJkuxFzDpQj7jt7e0VCkVMTEyzZs2USuXly5dv3rzZr18/Y2Pj+qzEbJjHAyOEkBYEQQQFBWVlZTVv3pwd3VIUFRYWFh4erpdZbHbc/ebNG4IgFAoFQRDNmjW7fPnyrVu3+vSp5W22tdQcB+MIoUYmkUhGjBhx//599kGWDVoWe1/Qxx9/fODAgXquK8LeJUKoUdE03bp1aw8Pj4cPH/L5fHahD0VR+r1hUf3ycfYKpru7O9T72W7Yu0QINYG8vDy5XN5Az/GtgmGY5s2bd+jQoZ75YLhECCFOcDCOEGoCDX3Jsrr692QxXCKEmkDjDMP1C+/qQQghTjBcIoQQJxguEUKIEwyXCCHECYZLhBDiBMMlQghxguESIYQ4wXCJEEKcYLhECCFOMFwihBAnGC4RQogTDJcIIcQJhkuEEOKkwZ/8jhBC/x2wd4kQQpxguEQIIU4wXCKEECcYLhFCiBMMlwghxAmGS4QQ4gTDJUIIcYLhEiGEOMFwiRBCnGC4RAghTjBcIoQQJxguEUKIEwyXCCHECYZLhBDiBMMlQghxguESIYQ40RIu5aUFuRoKSuXvbn4Yum6xl5eXl+/hdCgrrilJ/bH5FpdV31J01mdovwnbk/Rd4lvypO0T+g31OVvEJS3bVjVVFADkSYFeU70Ck+Tw+IQP+0OdK6WzIIRQQ2NqlLq2v+gd4g52i8OesRtfHJggrvjY6edcJmiGSCQS9V+bWnNWdcbmOyOo+pbgOWKRSGT/4309l/jW/R/tRSKReE4wh7QVbVVTRdU52f94P/dnJ5FIZP1dYp0rpbsghP5bKOpNqVQ2RMV4OmOpSf8Jg8wASlIuxmZnHvtsWreE6GVdIOLidRqg0/yLf22wBQGENFJgf2vynpjm50ttPXo0WAk9VoSc65VsOHasHnK6FD0m29y6h6Hg/A3HBx2sbfRQPYT+m/F4uuNSk9FdLduFhw5NBwBIWzfA0f9xyrGjMeav9gcmAwCUXNk4v9Bl8SHfKvuU3Tu15beDFy/nGViP8trwg1cvA/WGQ/9asftMidHMVXs+VfmvCy0wnfTT5ilmAPIncfu2/9+pS6llZiMnf7XmK7cOgncyrNhv4pJffvq4mwAgfu/m43/DVTDbPMUs3t9r598wcPH/Ofy9dd3hS9KOo7w3//RxN8Hfu7z945QVJeQF+60OLYDus39dM7oNpB1YvO3qm9Yjv/3tk55ays47678rtADy2h7yHQxQdGvn1t/OXY97AN1Hjv70y1VT1cekSfEkcuu3G49mCEfNXbdysZ0xQGW5AxcfGggABpIb/97sD5VHXecGAQDQdtgAAGXFuS/5JqaGVfdB6IPGMAxBEHl5eTt27KhzJgRB0DRtbm7u4+Ojx7pVqLnTWXXcJ/tjCjviPv3uKH1GEPPOYFyWuNZeLBKJxB26djYRiUQi8xlBzxiNDSxze/vu6n2eBc0wF4lEIpPOXTuIRSKR2H5tooypzHfUuHFv9+s4I+gF826J7M/DnJw0cp8T/IJ5sWecSCQSTflDpq69qOP8CwzDsKNi8YwgmfayNY7/RfCciiRWVp1NRCKR2P7H1Braqn9/jZYxn39BVr0Za2qp92gQzdy0HTbDxK/o+fYXhP45aJpmGObGjRv1D2sURZWUlOi9hlxmxuWlset/jQEAyszceV3i893uAAAWvjHPnx+f/k7KrF++9H9It3bffTc/Mzvnsm83ShKxdlsCwMsjawMe0iB02Z5W+LwwbX2nJ8WVmZ9d9XWEhOrmezknOzP/7m731vTDgLVHXlZmmVTULzSrsDBtu4sQQBoRHFFjFdOlw0KzCvOTtroIASThQRHQZqybDQCk3koAiLoaDwAA0viYJJDHxt8BgEEj3QW1lQ0AAFHBFyQA7eeHZaenZ9/cOW/CuF6vMvKqVyHXcFZC4fPCtN/cWwNITm0KqCHNW3VvEN2HDWBsakIBgIFQqKt8hD44BEEAQKtWraysrHq8P3avLl26CAQChmHi4+MBQKVS6bGGugfjEYvatl1U+Yug1zcbP2ujK3leyLm7AGBQFP6NVzgASJhmAE+jL6WDPOU+DSAct8CrgwCgg9ccl2+iwmkAgKgzEVIAIZP8y3wvAIAiAwDJzStR8BmbZ6dxsxwMBWDoNWP4sqgIyLibVlPJlak+mTJ4ZVQUAACY2fcXQ0rxjavpSdJ4KVjY2DxLSbkRnZeQk0gD2LiNbaOj7O5vs7YfbEuFJxYe8Ozz11Anx5ETlvuPtKlpnOv4+dJuAoAOHy+ZvD7iUPGdxL8AuldPViGtDg1SPbcaDhu6LIvOmVdKGeJYHP3DsOHS2tr6zp07dc7hxYsX1tbWT58+vXLlytixYxm9vhhcd7gUtDI2bA5tuw+x6jX4i2WfD+mgO7OXpRIAgBcP4+IqulYtjI1biAwAiopfAICwRYuKlMZiEUAxAECpRAoAsicpcZKKuhgbG0MrHoCiDocj4PPVPw8f4yw8dOphYuilklwQe61bXDBtUcT1o7ElxQAWzqPMAGK1lq3BbMmxk1Kfb/fHZ92+cvz2leP+/2o7cc+tg5Or/uPg8yviUxvDlgDFtEJn/evSINwOGwAMDA11pUbow1afqR6xWGxvb3/27NmYmBgAoChKf/WqJVw6b0uvMtzWqa9tHwoe0zarrkcsNgaAouz75WQLXmsTeDWgD4SnFF89nyQf3l8gTzp/tXLsaWvdDSIeiqbsT/3NWQAgf5L5iBa0MBADhNX5oCq4uA2nTkXE79wpA+HkMc7uOYMgIt7fXwogdnLrq7PsTHUm8tKCcsuRn22efsLJoiz72KJRPmHFZ4IiYHLVdkm+eV0+fbgAimJiHwNAJ8u3ncHnxUUAxlBU/Fz9kX0dGiQTuMGpHvQ/SqlU8ng8FxeXsLCwtLS0x48fW1hYMAzD9lvrT7939YxfOMcE4NZal8nrdu1aN919sIOtrfv2dAGYzfl4KAXweNfY7j169OjuceR55ZW1HgvmD6Wg+Minzj7bDm/zGek4xMF2gE+YTA+1EbiPHAQglUhoaribC3s1UyqVAgidxwznXHbc2hG2oz6e6jF32+FTJ879/QIATDpbVC+t+I8Zgz28po4YuvYWAFhMntUfoO9QOyEA3Frbz97Vtaf1xrvq64kN1yAJKwdY2fax9T5d49VOhP6LsX1JFxcXiqKkUun169dBr5cv9RsuBcO3XD4wy1Lw9Kr/6tX+kdlgPvG3sB8HAYDx/NM3f5vYw9iwOUBbj8CDn7ar3Md4/qlzfsPald8/tmnppmN3Sg0H+Z7cr/saKVcV0z3svA6A2ShnCwAAaribC+eyBaN3nP5+WDvqSfimpUs3hT8VWFYeUhUjfb41uX/uyp3ntKDdqC0nvusLADD6p92zzAVAl2Wm5lis2uKlPuqGaxCc6kH/s9heZJ8+fbp27UoQxJUrV9Qf6ofe59oZhmFkL5/k5Dx5KXv7ibQoJ+fWucgH7EeyoBnV7suRFuXk5BRJG6Q+teFQdvVD0pKK4yE0ZINIX9ZWT4T+S7Grkby8vAiCsLKyksvlesycYPQ6c6RV1nbnQRtSaIG5w2gbo5KUi7HZcqrb8qiE1X0bo/QPEDYIQg2ApmmKog4fPvzJJ59QFHXr1q1+/foxerp82VhPJOqy7HzM9ok9WjyLDwsLu/W8fb9Z22Ou/i+HBmwQhLRgO4ks1XsCAJVK5eDg0Lx5c5qmo6OjQX+XLxurd4kQQhyw3cP65zNixIgbN25MmDAhNDRUpVKRpB66hh/orewIof9N7P2LkZGRf//9d35+vlQqfd++IcMwJEnm5+cDwM2bNyUSSevWrfVSN+xdIoQ+IJs3b/b39y8oKKh/ViRJqlSqy5cvu7q66qWDib1LhFDTY688zpw5888//2Q/6dKli5mZWYsWLUiSfN9eHUEQSqUyNjb2zZs3V65ccXV11Uu/EMMlQqiJsdcrFyxYwMbK4cOHr1+/fsiQIcL6rR4ePXr0pUuXrl69CgB6uXaJ7+pBCDUllUpFUdSRI0f2798PAB4eHlFRUa6urkKhkGEY9ZQ3+4x0hUJR5ROlUll9flwul6tUKhcXF4ZhkpOTnzx5QhB6uPCI4RIh1GTYFZHPnj376quvSJLs2rXr0aNHeTweTdMAQBAEWYnP5/N4PD6fX+UTHo9HVsN+6OLiQhDEq1ev2Gdo1n85EYZLhFCTUalUBEEsX768uLhYpVIFBga2atWqyloitld4/PhxNze3nTt3snuVl5f7+vqOGTPm77//VqdRY4fetra25ubm6rsh9UCPdwghhBB37A2Lly5dYmPRp59+yjBMjW8lKyoq4lc+pTAtLY1hmAMHDrC/Dhw4kGEYlUpVY+YzZ84kCKJv3756edkZ9i4RQk2mvLx8yZIlJEm2a9du27ZtDMPUOCfTvHlzc3NzAGjbtq2hoSEAdOhQ8fRdS0vLGnNmGAYARo4cyTBMenp6eno6VOuEvi+cGUcINQF2IeSmTZvYQLZlyxaxWFzj6kiGYVq2bHnx4sWQkBA3NzczMzOGYUaPHh0WFvbo0aPPPvsManrsEJuPo6OjQCCQy+VXr17t3bs3O61U5zrjMnWEUGNjGIYgiPv37/fv37+8vNzZ2TkqKkqpVOqIZeqAyF7u1PxERxBTqVQDBgxITU396KOPTp48Wc/F6jgYRwg1NjbALVmypLy8vGXLlnv37gUAHo9HaKfelyTJKp/o2IuiKHaNelxcnFQqrefqSxyMI4QaFdvF+/333y9fvkyS5Ny5c9u0aZOXl6ff9+pA5er3Pn36sK8vv337toODQ30yxME4QqixSSSSnj17lpSUAEDLli2VSmUDFcSuTlcoFAqF4scff1y1alW9csNwiRBqTOy94SdPnmzkcgcMGHDr1q36PCcYB+MIoUYlk8lGjx7t7u4OlXM+jVAowzAtWlZwbIQAACAASURBVLTAmXGEEGoM2LtECDU29pbwxlfP2STsXSKEECe47hIhhDjBcIkQQpxguEQIIU4wXCKEECcYLhFCiBMMlwghxAmGS4QQ4gTDJUIIcYLhEiGEOMFwiRBCnGC4RAghTjBcIoQQJxguEUKIEwyXCCHECYZLhBDihCeXy5u6Dggh9A+AvUuEEOIEwyVCCHGC4RIhhDjBcIkQQpxguEQIIU4wXCKEECcYLhFCiBMMlwghxAmGS4QQ4gTDJUIIcYLhEiGEOOE1dQUQQv+LVCqVSqVqtOIoiiIIop6ZYLhECDUBkiRJ8h82usVwiRBqVAzDEARxNepKWmoqQRIN3MckCAKAgY+mTW9valrPvDBcIoQaFU3TPB7vXPjZM6eDVSpV/cfIOjAAwDAkSQ4aMrS9qalKpapPlxbDJUKoUbHxsWXLliRF8fh8uVzO6O5gEgTDMHw+n+2WkiQpk8m4hFgGgC8QsCkpilIXXWdawqWitODpK1r9K9XKxNSQr7E5M2zzryGP34Ch66qfpxjllZRVS1J/ZSV5JWVgYGRmZFBlS/E53ylrc6fuO+Frq9cS31Ik+0///FSn9cH+48QNU0L1Evd9sTluiN+uz9uE+vpdsPHb9XnNB8c2C9XKxNSwlEM7aG/FD4vGYTXQd4o+FAzDAIBKpVIqlQRBtGrVqktXS22JVSqVQCCQSEofZGQAAEmSSqXS3NyirZFRrT1TuVx2//59YBjNousTMbWEywx/z5EB2RofUAZdPwo4wwaP0kMzHFfF0gAA1rY/QPhSuyWRYO5zOf77PnWuRw3YfN12FP4xtcqWGyf/zMilg85n+dpa6bPEt7LOB93MzUw4ecN/3KQGKSD72pHrOWBo7eFhY1hR4n/ORmXes105Vhh4Iir1Rvcln9v2q2lPjeZ+yKEdtLdifZSmnD2bWgqdh388wlw/OTbUWYQ+bDRN29kP2r3vgI40Uql0/mdeAMDnC5QKuZOzi3/ALgOhsNbMi549c3UcJpPJ9DXe1z0YN7Edb2cGUJIaEZfz6MT8Wd1uXPK1gEuXYmkAs3lnb663BT6E6qUi72PSzsvNL5bajG+gWAkAVstPhfZMMRw9uqEK+Ctw+fJIMPfpVxkurZafu+Se09naypB/Jnr4Q1Nr69ozafh20CYvdMPygGxw26G3cIn+BzEMQ5IkTdMAUP2qIk3TFEWVvnw5z2tuavJtvkCgVMhHODkHBO4VCAS6+4nsVrlcrt95JN1XPa3n79+/f//+kIQLPuYAdGrQ8Wshq733pgIAPL+6ZdGiPUnV9im7H7zB19Oxr737LL/D98s0Nxz283Ts6+j5w5mCxyGrvb29V4fkAwCAoiB+t98sd/u+jp6+/75SoKiaYcV+fscy2U0JB7adCNuzIzwfABICvL29vQMSiv/e7efpaO8+qyJVYuDCtyXkh6z29vb23nSpFADgzkFfb2/vr/5I1152fviOPWEnth1IAACA4r93+3l7Ovbt6+jpuyFY85jeZr465HFm2IbP3e0dPX3/fbX4ndp7VzTH7ng2/4SAijYsurDOe3VIPuSHrPZe9PUvN8sM+QBgILn5y9eL2LpXZp589d+zHftO25uvWbJmO1Rp+cqidLSiri9LkRm2wXeWu32NeeWHrF53oQgAIHWvt3dAQo211GzXKm2ms54AAIrkfb7e3t7eKw6kvNb2/eqov65dFKUFeSVl1UpETYIgCG1RT6VSURRVWlrq/enc1JTkZs2bKxWKEU7OO/fsqzVWauYP9b5e+Q5ZjRLX9BOJRKJpRyp+f31wskgkEvVbc5LdUGnaEZnsyDR2U6JMJnudsMZOLBKJxB26dG4nEolE5tOO5Ms0NrDM7ey6qffJPzLNXCQSidp17tJBLBKJxHZrEl7LKvN1Gzv27X4dpx15Jnu3RPZnB0dHjdxnn3gme7ZrrEgkEk0++Fpde1FH77MymezRNkeRSCSeduS19rI1jv/ZidkVSbp379xOJBKJ7dYnVm8ra0dHc3UNKpNo7FuRv+O29Mo6V+i3JrFqc2scX0XmDg4dKz/S2FhTy1etg/ZW1P5lJa6v/Lyi2uazTzyrdnJonALVapkeON5cJBKJxB06dxBrZl1LPfutSaz8Tiq+Cm3fr476a9/l2Z7x4upfIGpkb968kclk361aYdGxvXkHE6+PZ8lksrKyMnUC9udnz55NGOtu3qGdVZfOFh1M5s6a8erVK5lMVl5eXmsRbJqsR4+6W3Qy72Bi0bH9zdjYKqXUAZc5dUVp3I87rgEA1bGz0/fxhTvcAADMfS4XVr0g9tj/q4BMurXbjuSs+w8eXfSxpCSRG/79F0Dp0fW7M2kQOm9Lyi3MTfq+U0FJZebnvlsZKaEsfS4+enA/K3mHW2s6c/f6o6WVWd4usv0zPTc3aZuzEEAaGXKpxipmSB3+TM/NStjkLASQnD95CQxHu1oDQGriXwDR19heojThejIobibcBQB711H82soGAIDokAgJQPt5px+kpT245v/p+DE9Xz3Ir1aDvGyT7xOyctND5pkD0Jmng+8AvEl8QI4YP37xgaQHafcz/s+Z7aBnwNQ/NNqQy7W6vAz53JNJd+6c89U27mZbnrJceDarsDAraKYJ0Jl7AtSNVVMrav2yMsLCMmmA4Zvv3k+7n3Hi2/HjR5B56W/L6vN9/GUfcwAAtx2ap4C6ll+krVkdK4HWbjuSsx5kJW93FoIk8rsfomqvJyhTNkxaGimB1m6/hn7/dgKr+vero/7adxF2aN8CAITCFrU2OWoq7Ki8tLTU22tOSvLtZs2ay2Wy9+1XNhDd1y4jl7Rvv6TyF37PZRu8DHUlzz9z4R4AGBSdX+V9HgAk0AzgaczlDFCkpdMAwjHec035AKZzZzn5RZ+nAQCiz0ZKAYSQ4r/IGwCgyABAEh8dDV5snmZjpg8x5IPh3KkOK6Ij4cG9OzWVXJlqzqRB30ZHAwBAR7t+RpBaEhuTkVyWIAVza+ui1NTYq/l/5SbRANauow11lN3tbdZ29jbU+aTCQ9P63xoyYoTz+K9+drWuafJ2kOfczgYAQ2aMMTsQmAcAAC1cvtk94FF81M3f/bzv3E+9AQCgVFQffNbOZdn6EbqW2Fa0vL3313YGAOC06cqtb8rAwAgg/J320WjF/Mvaviy/wQNbQ6bk+nc2jn86OjhO+GztguGducyrV9by0tVYGsBo0uKpYgAQz5rqsCw6UhJ//Q5YXdZdz7x93wTQNJjNO/qfqZpLEmr4frWfbN207QL8UTvvpG9SGhp+2KsE/od9yLESaguX/FZiw2bQttvg7j3tFyz1HlzLoviXpRIAgOeP4uMrul9CsVgoMgAoKn4JAAYtKv+rG4vbAJQAAJRKpAAge5IaX1pRF7FYDK0ogLqEFT7/7QE5uDsJDwdn3g6LLMkDo7lrFhbMXhIZe/xmSQmAuePIjgA3tZatoePiw0fLfL//z19ZKVEnUqJOBPwg8tgZt2+Stn8cPJ56f8UNv0HTDxbQlEGbDt37t20LOU/rcExcVLR8y9YVtTIwMjPjtksNXxa4/Pv8dvji54gHmXHhGXHhB7fye35zIfobzjPW7Heqrsx71JO96g95l8PuKuxqWB2l8f3qqL+2XQAA+Ia4UOmDRBDEBx4robapHqdNaWlpaTEh+/dvXjTYtNbTrI9NbwoAbJZHp6WlpaWlRZ/788KFC3s/7QJ2/XsDQEnMxWQFACiSL8ZUDsZt+loCQJtJgUlpaWlpaUmXzvx54cKFtSPre2AA4OzqQAEkBAbeBaGTu9MoV3uAhICAVAAjx5F9OJatKC0ot3Tx+in8QW5hVoL/eCOgX5w9WfMlgarO7TtcQMPAdclZ9/+K+P3TXrWlf1FcDABQXPzifQ+1z5CBQgCIjTinAAAoPfpp3759+/qe1bWL1i+rrORpswHT/fbHZ+Xnpl/y7QWguH8yuMZefc2GDrIGgOy4a+yM1+PsfAAA045mtdbTaObRoLkmANmBC35M1v3/Unv9dcGpng8PuyqSpukPPFaCvh/gNm7+bBOAvzeMmr4hMHDD7HHDnOzsxvtn8KHj7FlDKIDsQI/effv27e157EXloimrz72HUFByfL6b789HfvYd7TrCyW6w71m5HmrDH+VqDyCVSGjKwdWZvZoplUoBhE7uDpzLTtjgajfOa6bnZz8fCT51PvElAJh04rZ6RmjQDAAeRAQeOXLk5wVbr2lsMmwtBIC84FXeq0PyK6PI3xvsHdzdbfpvvVf7krIqnOd8ZAIgPbNwmKe3t+eoVReKi19YDRyhaxetX9bTI58Ndpo6e+rMbwNPHD96LR8AqI6d3+kFtjFsDQCQ8Nss74CEajl3nD3PWViR9QY/j8k/3wNoPcVnrmGt9WxpZOK0cRcbMD/5LlZnwNRaf+1KD83o3d/Oxm3ze8R+1LAYhgBgGIbH433gsRL0HS75Dhsv7JneVfAsJmDt2oArOdDZY3vwD/YAIJ53Mma7h5XYsBlA27EBe+caV+4jnncsdMXQdmXpJ7Yu33rirqS1vc/RPbqvkXJVMd3DzusAdBzpaA4AQDm4OnMumz/q15PfDW1HFpzfunz51vPPBF0rD6l2o37Y6tGOL4n9bflyv4PUlGkaQXbUqrVOIoouuBV+MPQWwKgfdkzvzAe67NGdXPMVP71tHa4qWt5AlRMXHh6XoxLV3opavywL32N7p3c1eJP0n7XL1/4nqazd0Gp5dfRav6AnHyTpUeFHr2RUy1o86/Dp74a2IwtiAgIO3iogO3tsP//rKD63evIdNv6+0Bzg6eFPfc7p6AhqP9m0wqmeDw9B0DRNEMTLly8+8FgJAIRMJtN/rorSgqevQPOGtrKSvJLsOxmGrq6WfADFqTkWSyJpy69ibvhZaaQoa6Kb9TiUXf2Q3iNzqbDmrMtKSsBIrwesKC14+krwXq2o9chqbRVFaYlUaKSjQcpK8krkNbZZHeqpzft9M4rSUpzqaWJKpZLH463/15ojfxwGhhkzdtyWf2+fM2NaamqyfmPlk/x8d1cnuVxOEMSxk8EDBg78IB+xwTc0NXu3Z/P0yGfDNqbS/M5D3K2NSlIj4migLCdM0FgXw2F2osFwKLv6Ib1H5tr+Og2MjOqUpXZ1qKbWXWptFb6hke6ytOdQ9+asZ1Y41fMBIQAYgJKSkoXen6WmprCxctgIxx279/D5fKVSSZIko3HHN9dsCaKBOqSN9UQiC98zl0VfLvjp8l/h4TS/VSeb6b7+W+b2bKTSEUIfJIqi/kqIBwA+ny+XyUaNGbNj1x52E49X9+jUQEP4xnuAm0HPufti5jZacQihD5y638gXCBRy+bDhI1q3Nlww71MVw9Qt1FEURdP0mHHjP5o2XW+11IDPu0QINQ31kyiVcrmTi8uOXXtGOY94+rRQpWLIOvUNVQzDI8kuXbvqt55qGC4RQk2GJEmFQuHo5LwzcB9JkmVlZRXPxKhTuGSfqKGi6VpT1g2GS4RQk1Eqlb169d65Zx+fz1cqFIsWL3lZ+hJAY6D+PkiKVNGqQYMH67eSahguEUJNhmGYjmZmAoGApmken++9YKG+sv1nT/UghFB1CoUCANjlkDRN12HlkBr7AM2GeyUvhkuEUFNiu4Fsf5B9AVn9NVDv8h/2WnSEEGoqGC4RQogTDJcIIcQJhkuEEOIEwyVCCHGC4RIhhDjBcIkQQpzgukuEUBNjKukxQ3W2elyAieESIdQ02KDGPs1XXwvUWWyI5PH57AOG9RUxMVwihJoGe8+iQqGQSCQqFU2SZOVD3eqLYVQEQZa+fKFSqbB3iRD6p2LjF1EpPu7mKGfHOj6DSGc5KhWtpGnQeB1FPUMnhkuEUNNgn4WhVCqfPy9poCJ4fD4bIPVyYRTDJUKoUbGRq7y8nFGpFEolQRBUwzxACABUNA0MQ5IkTdNQ70dvNMyLcxFCSAs2Zt2/dzc/L48gCJX+JsSrIwgCGAYABtoPatOmTX1zw3CJEEJc4GAcIdQEVCqVHhda1kovC5UwXCKEmkADPfC8Qf3zaowQQk0CwyVCCHGC4RIhhDjBcIkQQpxguEQIIU4wXCKEECcYLhFCiBMMlwghxAmGS4QQ4gTDJUIIcYLhEiGEOCEa8y53hBD658LeJUIIcYLhEiGEOMFwiRBCnGC4RAghTjBcIoQQJxguEUKIEwyXCCHECYZLhBDiBMMlQghxguESIYQ4wXCJEEKc4HvGEUL/AEwlACAqNXId8BEbCKEPFMMwKpWKIAiSrHkcrFKpGIYhSbJxQieGS4TQB0elUgGAOkqWl5cXFhY+ffq0rKwMAFq0aNGuXTtTU1OBQFBj+gaCg3GE0AeEHXGzge/x48fh4eEREREpKSmFhYXl5eXqZAYGBqampv369XN3dx83blynTp0AQKVSNWjExN4lQuhDoY53t27d+vnnn8PCwl6/fl3rXoaGhpMnT162bJmNjQ00ZNDUkqm8tCBXQ0Gp/N3ND0PXLfby8vLyPZwOZcU1Jak/Nt/isupbis76DO03YXuSvkt8S560fUK/oT5nixqshJoK1WxVfeXZQAei+aW/3wnAplar6futhttRNPxpgRoUTdMkST5//nzRokVDhgw5duyYOlY2a9asW7dujo6O48ePHz9+/IgRI7p27aoeiZeWlh48eNDe3n7ZsmWvXr0iSZKm6QapIlOj1LX9Re8Qd7BbHPaM3fjiwARxxcdOP+cyQTNEIpGo/9rUmrOqMzbfGUHVtwTPEYtEIvsf7+u5xLfu/2gvEonEc4IbrIRqqrSqnjTUgWh+6e93ArCpNU8ty9FbEqQ69+F2FA1/WqCGo1QqGYa5du2apaUlAFAUBQB8Pt/Dw+PgwYMPHz5UKBSa6WUyWXp6+r59+0aPHs32JdldevfufevWLXWG+qU7XPZ0/eSTTz75ZHw/E5FIJBI7/fyIYSpPeJuVCTKZTPa+fy3caQ+XjPTuuT9v5sv0XKAmWf7NP8/d1f1HrF9VWlVfGuhA6hsuO9p5fvLJJ5985NLDRCQSiTrOCHqhayduR9HwpwVqGGxoO3bsGNthZKe5Z8+enZycrJlMpVLRNE3TNDshrvbXX3999NFHUDnVIxQKz5w5wzRAxNQ9wrddeOjQoUOHziZF+loA0CnHjsYE+3kFJgMAlFzZOH/+7qRq+5TdO7VuscfQHv1cp644dK9Mc8OhFR5Dewz1WBvyJCvYz8vLyy84DwAA5E/idq6Y6tqvx1CPxVsjn8irZlix34ojD9lN8Xs3Hw/d5X82DwDi/b28vLz844tu7VzhMbSf69SKVH/v8n5bQl6wn5eXl9ePF18CAKQdWOzl5fXl7/e1l5131n9X6PHNe+MBAKDo1s4VXh5De/QY6rF43al7VYaPFZn7X3sSuXX60B5DPd4edl7FYSZFb50+tMfk3XlV2mdnHFtgXk2tqq0h5Q9D1y2e6trvnRy01fLdA6mxcO1tWMsXqgWn9O3Gbzh06NChU1dS9nkKAaSXw6KA09dR2aRZD0PXebn2G+qxeGt0xRhd87TQfrqxB1t56lV+ebpz1pEdQFlxA1yJ+l9C0zRFUUFBQbNmzWIYBgA6duwYFhZ25MgRGxsbNkQylcstSZJULxtiGIbdZGdnd+rUqRMnThgZGQGAXC6fPHlyeHg4RVHsjLne1BxFK3qX6q6d7I8pbA/i9Luj9BlB73YuZIlr7cUikUjcoWtnE5FIJDKfEfSM0djAMre3767e51nQDHORSCQy6dy1g1gkEont1ybKmMp8R40b93a/ik5I9a7NMCcnjdznBL9gXuwZJxKJRFP+kKlrL+o4/wLDMLk/O4lEIvGMIJn2sjWO/0XwnIokVladTUQikdj+x9Qa2qpnz55vx5fvZGMzbFjHigrLYr7pI2ZzY9uHTZlarVW1NmTqj5WfW7FVNp8T/EJ7LTW/SC2Fa29DHV+ott6l1nqrVe2LJn5no64hh6+jokmdnMw1Wpv9QjRy1nG6vVs+t5x1ZBe/oqdGc6H3xca72NhYPp/Pdi3t7e1zc3MZhlEqlexWLpmwKR88eNCnTx8A4PF4QqGQ7ZxW6YrWB5f5I3lp7PpfYwCAMjN3Xpf4fLc7AICFb8zz58env5My65cv/R/Srd13383PzM657NuNkkSs3ZYA8PLI2oCHNAhdtqcVPi9MW9/pSXFl5mdXfR0hobr5Xs7Jzsy/u9u9Nf0wYO2Rl5VZJhX1C80qLEzb7iIEkEYER9RYxXTpsNCswvykrS5CAEl4UAS0GetmAwCptxIAoq6ynStpfEwSyGPj7wDAoJHugtrKBgCAqOALEoD288Oy09Ozb+6cN2Fcr1cZedWr8Kq3X1rhc7ai72aTmy73On0nIyNimWLj0v1PaLbA7JzLX1gA/TBgxZ68vlVbVWtDpoeGPqQBHP/vYWZ6ZlbwmgkTnMjcdE61TNNSuPY21PGFasE5/eu08MOHDx8+vG3u3D25ANB7gH2tp4KG3Mft1yflF2adnW8BQD/881TaO5u1n261qilnXdkZm5pQAGAgFHItAWkiCOLly5ezZs2iaVoulw8cODAyMtLMzIztcnKc4Ga7nEqlslu3blFRUb169aJpuqysbObMmVKplNHf4h/dtYlY1LZt27btu3jsekiDoNc3Gz9royt5Xsi5uwBgUBT+jZeX1/xfkplmAE+jL6VDWsp9GkA4boFXBwEIOnjNcaEq9ok6EyEFaMYk/zLfy8vrm/AiAwD65pWoyjw7jZvlYCgQdPCaMRwAIONuWk0ls6kMzD+ZMrjyIzP7/mKA4htX05Ni4qVgYWMjhNwb0XkJNxNpABu3sW1qLRsAAOwH21IAhQc8+7hOXXzoxcjl/ns3TzGrXoXhMyqObcE4IQCdeDNevWnkNz85mYrF4lfR0Y8BYND8r/oLAAT9Z020AKATr8dyb8geQ+1bA0DMqp5DPbxWx1l4/7D7kO9gLrXMu1RL4TW0ofZ61Ix7+uIrW5YuXbp06abwJzTVdtD3v33VhdvXUWHIFC9zA4Ghw8yxnWrYqv10q10NOevKrsuy6JysrIw9owWcS0CV2Dt2Vq1alZ2dTZKkqanpmTNnWrdurVKp2Hkb3dT9SvZXHo9H07SxsXFYWFibNm14PN69e/fWrVtHkqS+huS6l6kLWhkbNoe23YdY9Rr8xbLPh3TQndnLUgkAwIuHcXEVfZYWxsYtRAYARcUvAEDYokVFSmOxCKAYAKBUIgUA2ZOUOElFXYyNjaEVD0BRh8MR8Pnqn4ePcRYeOvUwMfRSSS6IvdYtLpi2KOL60diSYgAL51FmALFay9ZgtuTYSanPt/vjs25fOX77ynH/f7WduOfWwcla/3G0MzYCkEolpQAda2yfVoY6/+mAroYE1+2Rv8GCbRfSH8aGpceG7d8k6LUq8saqvlpqWYfCNdpQRz3et95ViF1XfT+pdfT21acfQ6c5/7esv0DXqaAdn1/TX5X20407jZxryc7A0PD9skYAlasjk5OT9+3bx+PxlErlgQMHOnTowPYrueRAEESVlBRF0TRtaWm5e/fuGTNm8Hg8f3//BQsWdOvWjWGY+t8oqTtcOm9LrzLc1qmvbR8KHtM2q65HLDYGgKLs++VkC15rE3g1oA+EpxRfPZ8kH95fIE86f7XybLO17gYRD0VT9qf+5iwAkD/JfEQLWhiIAcLqfFAVXNyGU6ci4nfulIFw8hhn95xBEBHv7y8FEDu59dVZdqY6E3lpQbnlyM82Tz/hZFGWfWzRKJ+w4jNBETC5arsk30qA6YMAsi5dzQWAbta21SJ+36F2Qv/H0sRr0fLpzgKQP855BgBi02r/hbQ3ZFnx02YDZ6w++NPIfsLSlC3jnbffvRd0Km1ZJ6Oaa9mbS+FPtLWg9npcfM/0VbXsO37u3L4zRH9d/CTkccCqvT7h8425fB3c2Gs93Sq9LimWAwjkxSW1L4KuJbuy4tyXfBNTQ+xe1sWmTZtUKpVKpZoxY8aYMWM0YyUbTy9evPj111/zeDzNeMc+X6Nly5ZWVlaTJk2aOHGiOkM2Yk6fPv3gwYMXLlxQKpXbtm0LDAzUS7jU79r38QvnmADcWusyed2uXeumuw92sLV1354uALM5Hw+lAB7vGtu9R48e3T2OPK+81NNjwfyhFBQf+dTZZ9vhbT4jHYc42A7wCZPpoTYC95GDAKQSCU0Nd3Nhr2ZKpVIAofOY4ZzLjls7wnbUx1M95m47fOrEub9fAIBJZ4vqpRX/Z7bDVK+pI0ZtuwtA2cya3aN6GpcvvCyALXDdOi/nJSFSoGy+8B1eLaHWhiw8PHeAg+c0z6krdwUd/eNqHgBQZuZmXGrJuXAu9dBPeoHH98ttKKBv/rT6olyPp4L20w3AYbANABQfmWnj6mrf5dPT0vpll7BygJVtH1vv0zVdYkXaMAxDkmRubu6ZM2cIghAIBOvWrYN3b/pmrzk+f/787t27KSkpqampKZWSk5Nv3759/fr1AwcOTJo0afLkyZrXKNmw+MMPP7BRNSgoqLi4WC/3+eg3XAqGb7l8YJal4OlV/9Wr/SOzwXzib2E/DgIA4/mnb/42sYexYXOAth6BBz9tV7mP8fxT5/yGtSu/f2zT0k3H7pQaDvI9uV/3NVKuKqZ72HkdALNRzhYAANRwNxfOZQtG7zj9/bB21JPwTUuXbgp/KrCsPKQqHBf4tL597sqd57TAfNZ/Ti7rUlP79P/p4u+zLA3e3D/m7x92/03bQb4na0yptSG7LDv5n1mWBm8S961eunpfYnm7Yb4n93/WhkstORfOpR56Sg9dfH6cYwIgOfXt+iS5/k4F7acbmPls/35QWwrkz27fVXru+E7nv4vas8OpnjphLyaGhoayj8xwc3Pr2bMneylTnYb9mcfjURTF5/NNTEymaPD09Ozfvz8ACASCkJCQZcuWEQShftAGwzB2dnbDhg0DgNLS0gsXLdmjfQAAIABJREFULgCAHm710dcU+ztkL5/k5Dx5qbFgWFqUk3PrXOQD9iNZ0IxqN2BIi3Jycooac2H4e5Vd/ZAqvbNW5+UTLocge/mE27FqLVVLjbXXsg6Fv2e+9Un/rvqfCrWfbnrMTvqyrgf6v4td3OPh4cHGxN9//52ptqqc/TUoKIiNVG5ubtXzCQgIIEmSx+Px+fzHjx+rc2b33bFjBxt2P/74Y6Zy0VJ9NMwTiQSGpp3evfxdeHjuoA0ptMDcYbSNUUnKxVgaqG6TJmkMWA3EnWqa5GwUHMqufkhaUok5lMctM10JtdSYS8acC6/HPnUp4636nwq1n256zA6net4fQRAymSwlJQUAmjVrNnz4cND5+DWCIJRKJRsK1WvUKYpavHjxvn37bt++zTBMfHy8ubk5m4DNytHRkV2pnpiYqJfnbjTWyye6LDsfs31ijxbP4sPCwm49b99v1vaYq6v7NlLpDYrf2tjY2Ni4rdb5YtTo9Hy6/RefvU2BYRgAePLkydOnTxmG6dy5c+fOnaFy9K0DqYGNg+w8OBsinz9/rk7JZmVpaWliYsIwTH5+fnHxey6NqEnjPe/SoJfXwZtejVZc4+nx9cX0r5u6EqgKPZ9u/7Vnb1Ngo9uzZ89kMhkAdOzYkaIopraZa/UQW52MDZpZWVnsJy1btoTKWMwSCoWmpqZPnjx5/fp1UVFRu3btai1FN3w8MEKoUbERTSqVEgTBMIw6zOkIZAzDCAQCHq9qvNqzZ09iYiK7eGjAgAGgMaJnM2QzV6lU7JwShkuE0D9JHQIWRVEZGRl+fn7qzqNSqbx9+/aVK1eaN29eXl4+fvz43r1764iGenmZD4ZLhFATaNGiBRv7JBIJ1BbOSJLMzs7esmVL9U3l5eW2trZ79uxh3r03nM3w1atXAEBRlIGBQa2l1ArDJUKoUbExy8TEhO0Y5ufnK5XK6gNtTexg3NDQUN1/JAjCwMCgc+fOEydO/OKLL1qob1HV8ObNmydPngBAq1at2rVrBxguEUL/LGzMMjU1NTU1ffz4cW5ubnZ2tnqCu8ZdaJoeMmRIaGioeik7QRDNmzcXVt4eUGVf9teHDx8+e/aMIAgzMzP2UZj1hOESIdTYVCqVQCCwtbV9/PixXC6PiYmxtLTU8SAitnfZtm3b6p+ze1WJs+yHUVFRbHgdMGAAe89PPZdeNta6S4QQqsReZxwzZgzbDTx27BjUtkydXaOu+axfqOmhRCw2q+PHj7OT72PHjoV31xjVDYZLhFBjY2PcxIkT2WuOUVFRqamp6pu+q1MHR03aMmd7lDdu3EhISAAAIyOjMWPGqAutDwyXCKEmoFKpTE1Np0yZwq4///777+HdDqD6GiVVCbjN1bCZqDOcPXt2mzZt9PIqXQyXCKEmwAa+b7/9lsfj8Xi80NDQ4OBgdsE5m4CNegqFgn1kOrskqNYBtVKppCjq4MGDUVFRFEUJhcLly5eDzpE+dxguEUJNgB169+rVy8fHR6lU8vn8BQsWZGVlqSMmG087dOjg4uLi4uLCPo1Nd++Spmkej3fnzh1fX1+BQKBUKlesWGFubl7l0XB1r3P9L38ihFDdqFQqqVQ6cODABw8eMAzTu3fv6OhoY2PjWldiVsfukpOT4+TklJOTo1Kp+vfvHxcXx+Px9NK1BOxdIoSaEHtbd1BQkIGBAY/Hu3v3rouLS0ZGBo/HY19KAQDsDzo6dmwCHo+XkpLi4uLy+PFjgiDatGlz/PhxgUCgl34lC8MlQqjJsEPyfv36BQUFsY+wvHPnjoODw7Fjx9gHtanXDFXHPsANKh/sduDAgREjRjx69IgkST6ff/r0aSsrK30Nw1kYLhFCTYkkSZqmPTw8QkJCmjdvDgAvX76cPXv2xIkTY2Nj2ZlxkiTVTwVWR0/2AW4AEB0dPXr0aG9vb6lUCgBt2rQ5d+6cs7MzTdP6Goaz8NolQqjpse+ATEpK8vLySk1NVU/4ODk5TZkyxdHRsVu3buzT2FgSieThw4dRUVHBwcGxsbEAwL5P3N7e/tChQ7169eL+Al7uMFwihD4IbIB78+bN+vXrd+zYwT6hkkUQhKmpafv27Vu1agUAEomkoKCgsLBQc/dWrVotW7Zs9erVAoGgIWIlYLhECH041Ld137t3z9/f/9SpU1xeGmFiYjJjxowvv/yyW7duUO9nAOuA4RIh9GFR9w2fPn0aERERERGRlJSUn58vkUjYuXKKolq3bm1mZjZw4MDRo0ePGjWKfeBQA3Uq1TBcIoQ+OOpHDak/efr0aXFxMTtCFwqFxsbGxsbG6q3srE4DdSrVMFwihD5QbNAE7U/HUC8kauhAycJwiRD6B6iyAFP3Q4kaCIZLhBDiBJepI4QQJxguEUKIEwyXCCHECYZLhBDiBMMlQghxguESIYQ4wXCJEEKcYLhECCFOMFwihBAnGC4RQogTDJcIIcQJTy6XN3UdEELoHwB7lwghxAmGS4QQ4gTDJUIIcYLhEiGEOMFwiRBCnGC4RAghTjBcIoQQJxguEUKIEwyXCCHECYZLhBDiBMMlQghxguESIYQ4wXCJEEKcYLhECCFOeE1dAYTQ/zSGYVQqVcPlT1GUvrLCcIkQagIqlYqopMeIVmtx9clES7hUlBY8fUWrf6VamZga8jU2Z4Zt/jXk8RswdF318xSjvJKyaknqr6wkr6QMDIzMjAyqbCk+5ztlbe7UfSd8bfVa4luKZP/pn5/qtD7Yf5y4YUrQjT12/bcpQh8KkiQBQKVSHTt27Ny5cxRF0TRd617cEQTBMIyhoeG2bdtatGjBFscwTH0ippZwmeHvOTIgW+MDyqDrRwFn2OBRemiG46pYGgDA2vYHCF9qtyQSzH0ux3/fp871qAGbr9uOwj+mVtly4+SfGbl00PksX1srfZb4Vtb5oJu5mQknb/iPm1R76uxrR67ngKG1h4eNoX7Kb6g2ReiDUFBQsGrVqjVr1lhZWcXFxZ06daqBChIIBAEBAXK5fPny5aNGjZo4cWJ9ctM9GDexHW9nBlCSGhGX8+jE/FndblzytYBLl2JpALN5Z2+utwU+hNan/DqZtPNy84ulNuMbKFYCgNXyU6E9UwxHj+aU+q/A5csjwdynn97CJUL/vcrKyhYvXnzu3LmLFy8GBga2adOGx+Px+fyysrIa0xME0bJlS5Ik5XK5QqEAAJIkmzdvThBEeXm5TCarcS8+n88wjKmp6bVr11atWpWYmBgeHt67d+9u3brVuea6Z8at5+/fv3///pCECz7mAHRq0PFrIau996YCADy/umXRoj1J1fYpux+8wdfTsa+9+yy/w/fLNDcc9vN07Ovo+cOZgschq729vVeH5AMAgKIgfrffLHf7vo6evv/f3r3HxZT+DwD/nDkzk5koRxO6Kbq5lyUqlJLIZrHr8nXbWZvYn0usXdZayy4Wu1jWV667lu8uuX0jJJKVlEq2UKmhJJVKRZNMppkz5/fHU2N0MxT9vr/v5/1XO+c5z/OcZ3c/r+d2nrP5r0JV3Qxr7lsWkk0uXdu38ejpPdvDCwDgWnBAQEBA8LXSv3ctG+fh4julJlXy7jkvSig4+U1AQEDA+gtyAID0/UEBAQGL/pQ1XnZB+PY9p49u3HcNAABK/961LGCcR+/eHuOC1oRmvvzv9FpwTYOUnPuOlFdTpbjskCBfF5dll+q2yq5EnUfULb9e3iTFzV+DAgICApbsu1XZ2NM20YwFNU19P/v0mlm+Lh7jgjZfLq1t2rL8QrmqfpEIvUV5eXmJiYkAIJfLJ0+evG/fPo7jnj9/vm7dutjY2JiYmLi4uLi4uJiYmISEhLS0tIiIiHnz5vXu3VskEpF1IR6PZ2ZmNmbMmJ07dyYnJ9+4cSMmJiY2NpbcGBsbGx0d3blzZ5ZlHz165Ovrm5ycDAAFBQVxcXHNqrqyQckrnBmGYSYerPnnyv3jGYZhnFccIxdqTTyoVB6cSC4lK5XKymsrBkgYhpGYd+3SkWEYxnriwQKlzgXCesAAO+09BQcnWjMMw3Ts0tVcwjCMZMCKa5XK2nx9/Pxe3Gcx8eAj5cslkr/dPTx0cp969JHy0U4/hmGY8fsrtbVnLALOKJXKexs9GIaRTDxY2XjZOs//6OjUmiT29l06MgwjGfB9sk5TkQrUcF6RrK2Su3ttE1X+9XlPCcmDtEptMdryX6677hPWpKi5o7GnbaIZyaP08fB4UVDNE8Qu7q5zP0Lvzr179/z8/KB2BpPP5wPApUuX6iR7+vTpunXrunfvLhA0PIdvYmIyadKkhISE+kV0794dALTrSHZ2dhcuXGhmtfXZd6mSJ6zdfgUAaIsunt8mFm33AQCwnnexqO604v1ti4KzWSOf7TdzMu/eOz/Plq6IWrM5CUB+6Ptd2SyIh21MySvKS/nWqrCsNvOzy5dGVdC2887fu5uZc3O7jxGbvev7Q/LaLG+UOP1blpeXsnGYGEARdfJCg1W8o3D/tywv59r6YWKAiohjF8B4pHcfAEhNTgKIvkJ6iYprsTdBFX/tNgC4eI8QvKpsAACIPhlZAdD50xN309LuXtn2yfujuj+9W/Di+oQ/dRpEZ6oxo8Bi4+X09PRf3k/fsHh/IUuKuXvv/BxrYLN3LdtbUPPsYOSzJSWvKC/lO1caKiK2H3iRufrWmrELoyrAyOeXsG9fLGvVf9pXNmN+bqdvr+XkyU5+ag3AZp8ITQcwNetIA4BILH71fwMItRiO4ywsLE6ePLlp0yYDAwPyI0VRBw4cIONx8nnaU6dO9ejRY/ny5ZmZmWQMDgCGhoZGRkYkvAJAWVnZ0aNHXV1dFyxYoFAoOI7jOA4A9u/fn5eXR9M0RVEsy0ql0ri4OA8PD3L1jTU9dxk1v3Pn+bX/IOj++Rppk3NzBafOZQCAqCTiq4AIAKgAA4DimIt3QJUmYwHEowJmmAkAzGZM8VwWHcECAESfiVIAiOHWts8CAABKRAAVidHRICV5Wo6a5GosAOMZE9yXREfB3Yz0hkquTTV97MCvo6MBAMBigLMJpJZdjblzs+qaAqz79ClJTb16uSApL4UF6OM90riJsnVmNwa49KUjUooOTOx33XXo0GHvL/rZu48+y9XWM76e4WgCAAUHY3IBwCWArOM7TfK33h2cm3I1Huz/ilIAmIydO8VMAGAWcOC6/1OWbtexNov8X78MZlmw/PTQ7xN0F+gbeNpXPsrAcTO6iABcJ4+y3Lc7HwAAbIIuZEnlfGNcfEfvFFmzBoAFCxYMHTp05syZmZmZNE3v378/NTU1ODi4X79+mzdvXr58uTa9j4/PuHHj+vfv37lzZz6fX1FRcefOncjIyNDQ0KKiIpqm9+zZk5qaGhYWxuPxgoKCDh06RFEUj8cTCoU7duyYNm0aAJBRfHNq3nS4FLSTGBtAB7tB9t1dZi8MGGTWdGbl8goAgMf3EhNrekhiiUTMiABKSssBQGRoWJPSVNIeoAwAQF6hAADlw9REeU1dJBIJtKMB3mROTSB48UDuvp7iP0Kzb5yOKssHkxkr5hROnR919XB8WRmAtcdwC4D4RsvWYTH3j0NVQd/+npRz69LRW5eOBq9m/Hck/DpW70WdmlZpa1TvDvLs2gsCYzPLl9LUbKzIv3j6tmpAA3umdJ628Wasg8/X/U1kjGtTqBWQ3TxKpdLZ2dnf3//27ds0TfN4vL///nv48OEjR44MDQ3l8XgajcbNzW3dunXu7u66t5uamtra2vr5+X3zzTdbt27duHEjRVHx8fE+Pj7V1dWZmZk8Ho/jOJZlJRLJtGnTSHRuZqyEV4VLz/Vp9XbxNKFX35405LJ9v4gO/0wCAKUPZM95hnS7TlDZrydEpJbFnL+pcncSqG6ej6kdjPftbQtR2e3H7k7Z6ikAUBXeu8cKDUUmAOFv/FA1hnm706FR13bvVoJ4rK/niDwXiLoWHKwAMPEY3qvJsu9pM1HJC5/bekl/mHBoqHXVg6Pz/YLCy84cuwBj9W6XXq79xcG5ipTYy6oJngJQ5eaVAICJmTm4DewDUam5f527/20vG4Ck1Z4zj5bZBIaeWUjuNPnHoR2Czyf/kbt79toPY79vapOpPo9SX1VZfjkf93aiVsLn8zUazfPnz8kGcoFAoFQqnz17FhoaSta1Fy1atHr1aoFAoNFoyJZJ7a5J8iKQRCJZu3btqFGjpFJpUVHRrVu3tDm3adPm6dOnHMfJ5XLjFuoWtOw746MDp3YC+HvNiElrdu9eM3X0YM8BA97fdkcAFlOnuNIAubv9e/bu3bvnuJAntfNlDrMCXGkoOxzoE/TzwZ+DRnoP9RwwKOhMdQvURjDC2wVAUVHB0u7ew8hspkKhABB7+rrrXfa1Nd4DRkv/MW7mzwdDj0cklwNAJyvrl5IYG4kBID/0K+1a/0uGzZlhDaSYNWtm+Sw6pQC6z5x57rWtkvGzn/eUgCneH++WlZbSfdy1+6PamnTyXLdzRieA3N0fL7/aVHf7TZox6WvXXgP6ucwOkzeVCqG3iMfjkbG5Wq3esWPHnDlzeDwemdCkadrFxUW7yEO6n7ovApHuJwB07NixXbt2ANCmTRs+n9+7d++YmBgrKyuO43g8XvM7lS9q21IZAQCAwH3duT2TugkfxQSvWhX81wPo4r8ldLULAEg+PRazxd9BYmwA0MEveO8M09p7JJ+GhC1x61glO/rTFz8dvV1h5DLv0J6m50j1VbPcQ9Z1ACyGe1gDANDu3sP0Llsw4pdjy9068gojfvrii58iHgm71T7SCyO+WuXJ0Gzh9fD9YdcbaBWn78P3TeomeiY7Ghx8RvaMcZl3KCTI5kX5vCe3L4Vfuv2E16V+3gL3df+aYw1Q/Mcn8842vC1N30epC5d6UOvSXXjRaDSOjo7e3t4ajYZlWZVKxbLslClTAgMDy8vLeTxenXd+WJYls5Pbtm3r379/RkaGWq1+/vy5Wq02MDDo168fWS9q5tpOHZSykU2ezaKSFxY/Bd1X+KrK8sty0+8Ye3vbCgBUx6fbzI9ibRfFxC1z0ElR1dArj++AHmXXf6T6mZSBSVO1V8kLi58KGyqlqiy/rLpl3nh8vWaskuNSD2o1arWaz+cvXbr0l19+AYBjx45t2LAhOTnZwMDA3t4+NTWVvBlpZ2cXHBw8bNgwqF2uYVmWpukHDx4sWLDg3LlzfD5frVY7OjqyLHvv3j2NRnPkyJFNmzYlJSV16tQpPT2d9D2b7+0c4CYwNrO0fOl//uKDMweNlk4dNnhcQEDAuMGfR7FA244Zo/NejsjE0rJVYqV+Zdd/pPqZvKL2AmOzRkoRmbwib/29XjOKMFai/xv4fP61a9cyMzM5juvZs2d8fPy6devIODorK2vUqFErV65Uq9XkF5qmjx496u7ufu7cOZqm1Wr15MmTr169unz5cnKUxokTJ8gsZzPP1KjjXZ13aRN06uJGfwfDkqTw8PC/n3TuO2njxahl+D40QggAQCgUxsfHk32XY8aMEQgEX3zxxaVLl5ycnACAz+f/+OOPw4cPz8zMrKysnDNnzowZM8rKygDAyMho7969//rXv9q2bevl5WVoaAgA169ff/z4MbT0YPzdHeAm6j7j15gZ76w4hNB/EI1Gk5mZSf52cXEBgOrqahcXl8uXL69YsWL79u0AkJCQ4OHh0aFDh5ycHLLO4+3tvX37dltbW9KpNDc379atW2pqamFhofYIohasJJ6mjhBqfRqNhvQHAaBjx44AQPYPiUSizZs3R0REODo68vl8uVyek5MjEAjatWu3devWs2fP2trasiyrXf7u1KkTAJANSS1eSQyXCKHWx9UCnf3kFEWRrUK2trZGRkYcx/H5fDIdKRQK7e3tdScoW2ovehMwXCKEWh9N00ZGRiTwkUlJtVpNtgrt2rXLyckpKSmJZVm1Wi0SiVQqVVlZ2fvvvz9//vzKykqyVk4CJblXIBC0adOmxSuJ4RIh1Pp4PJ69vT35++bNmxzHCQSCwsLCSZMmLVy4kByxYWFhcfr06aSkJA8PD41Gw+fz9+7dO2TIkNjYWHLsUGlpaXZ2NkVRpqamZET/n7kyjhBCjVOpVIMGDRIKhQAQHh5OUdTJkyfd3NzCwsLIVqGPPvooISHB19fXzs4uMjJy1apVZPSdkZHh6+u7evVqAEhISCgvLwcAJycniUQCGC4RQv//qFQqNzc3a2triqKuX78+ceLEyZMnFxYWAoChoWFwcPChQ4c6duzIsix5eXz58uUXLlzo2bMnAFAU9cMPP4wZM2bTpk3klcoPPviA9DdxZRwh9P+QpaXlwoULOY5TKpWnTp0ic5FDhw69cuXKrFmzyCkb5AhLAGBZdvDgwVeuXJk9e7ZarQaAyMjI+Ph4AHBwcJg4cSLpZrYsDJcIodahO1KmKEoulz958kR7TqVAIFi/fv358+e7d+9OVnJ009M0rdFo2rZt+89//vPkyZPW1tZkeYeiKBMTk8rKSnKEcMsOxvE74wihVkM2D5HT2+bMmVNUVERRVHV1NTnArV27dtpPkNf5ULh24xFFUX379m3Tpo1GoyErQvHx8QMHDlSpVGQfEtmK1CKwd4kQah1kqxD5YBkAFBUVAQDHcc7OziqViuO4+fPnz5w5Mz8/X3t6m/ZecoYb+WRFv379ZDIZy7Kmpqbt27cHgIcPH5aUlJBg2rZt25aKmBguEUKtgGVZAwODkpKSuLg47ecoOnfufPjw4YSEhFmzZpHzig4dOuTi4rJ48eKYmJjS0lIS+KqqqmQy2a5du4YMGTJ79uynT58CgJWV1aVLl+Li4lxdXaH2fMxnz57Fx8eTw9Wbv+zzdg5wQwihRpBOHwCcPXs2KCgoLy+Pz+ezLOvj47Nr1y5LS0tyStvWrVtXrlypG6A6dOhgYmJCvtVTXFxMVniI4cOH79mzx9LSEgDUavX333//yy+/sCzLsqxQKPz222+XLFkCzf5cD4ZLhNC7plQqly9fTg7OIAeeq9XqyMhIT09P3WR3795dt27d6dOnSf+xQc7OzosWLZoyZUqd33v37n337l0y9cmyrLe3944dO7p27dqcamO4RAi9U/fv3//oo4/S0tLI6b8GBgZqtVqj0ezZs8fPz0/bAWRZ1tDQkMfjJScnh4eHx8bGZmVlVVRUAIBAIDA3N+/Xr5+fn5+Pj0+HDh0qKiq0nVYAUKvV3t7eOTk5fD5f+9FdhmF27tw5fvz4N645hkuE0Dv1+PHjkSNHks+Q/fDDD4WFhTt37uTz+QKBgCyIa1OSmUqxWCwSiaqrqysqKhQKBQDw+XwjIyNDQ0OWZZ89e6ZSqbQL6FoKhYJlWXNz8xUrVqxcubK4uNjQ0DA8PNzNze2Na47hEiH0rmVkZMyaNWv16tXDhw9fvHhxcHDwWyqobdu2ZWVlDx8+/PTTT8ePHz9nzpzm5Ib7LhFC71qPHj3i4uIAQKPRdOnSxcnJSSAQ6C7dNIb0PfXZfE42XZJxurm5+blz50BnlenNYO8SIdQ6mrlOrb9mRkkt3HeJEGod7yZWQsu9ConhEiGE9ILhEiGE9ILhEiGE9ILhEiGE9ILhEiGE9ILhEiGE9ILhEiGE9ILhEiGE9ILhEiGE9ILhEiGE9ILhEiGE9ILhEiGE9ILhEiGE9ILhEiGE9ILhEiGE9EI1/9u7CCH03wB7lwghpBcMlwghpBcMlwghpBcMlwghpBcMlwghpBcMlwghpBcMlwghpBcMlwghpBcMlwghpBcMlwghpBcMlwghpBcMlwghpBcMlwghpBcMlwghpBcMlwghpBcMlwghpJdGwmW1vDBPR6G8+uXLWWHfzZVKpdKgP2RQVdpQkuYj+ZZW1b9Scmaem/OYLSktXeIL1Slbxji7zTtT8tZKeEPkX0zLNzZC6NW4BqWu6se8RGI+YO7pR+Tik31jJDU/e/6cxx2ZzDAM029VasNZvTGS7+Qj9a+ETpcwDOOyNrOFS3whc60LwzCS6aFvrYQ3RP7FtHxjI/QusSyrVCqVSqXujxqNRq1Wq9VqlmUbvOuVCTiOazCBWq1WKpXV1dXNrHbTg/FO/caMGTNmjLu1kK3KDpk5cUsOAEDk+VgWwCrwfFFR5DzLdxLUXzZ+T8zBX8+eXOL41kpwXHLy7K8HY/aMf2slIPRf7Pbt2w4ODg4ODklJSQCg0Wg0Gg1FUTRN0zTN4/E0Gk2dW+ok4Op9NYfcok0AANo0H374oYODw/r165tZ7abDpdOcAwcOHDhwJiUqyAaAvRVyKCZ0mXT3TQCAsr/WBQbuSql3T1XG8e/m+rs5OntPWHIgo0r3woEl/m6Obv6rTj7MCV0mlUqXheYDAED1w4QdSyZ4Ozu6+c/9Kephdd0Ma+5bcjCLXErcu+Fw2M5tZ/IBIHGbVCqVbkssub5jib+bs/eEmlR/7wx4UUJ+6DKpVCpde74cACBt31ypVLrgX5mNl51/ZtvOsMMb9iYCAEDJ9R1LpP5ujo5u/nO/O57x8vSA/gVF/TS3piDdTBrNXLchdyTUaRXVw6ifpN7Ozt7Sn6JLGrxF2/b5NW2dkxX2ndTb2c1/7otbquWFDU53IPRWmZmZlZaW5ubm3rhxAwBYluXxeMXFxSdPnjxy5Eh6ejqJd1oajYbH45WXl585cyYkJCQ5OZmiKNAJiCRBVVVVZGRkSEhIfHw8AJA0crn8ypUrubm5JiYmza13w53OmsG4diSs/PNDMuI+8fIoffIR7qXBuDJ5lYuEYRiJebcunRiGYawnH3nE6VwgrF1c7LX3PDoy2ZphGKZTl27mEoZhJC6rkpVcbb4jRo9+cZ/F5CNPuJdLJH8P9vTUyX166BPuyZ7RDMMwH/6p1NaesQg8x3Fc3s+eDMNIJh9RNl62zvM/CZ1ek8TBoUsnhmEkLmt1h8L6FZS6trZdHGoaJvCcsonMX26vFxdIxfqOHt39xaWaoXljbV9zi6dYTwBJAAAN1klEQVSndd3MyKxKnedB6J1wcXHh8XiLFi1Sq9Ucx+3du9fU1JQEJYFAMGvWLJVKRUbfKpWK47jQ0FArKyuSgKKoCRMmyOVyjuO0CS5fvuzo+GLEOXz48Pz8fI7jkpKSaJqmKOrKlSvNrLM+K+PV8qvf/xIDALSl9bDvkh/v8gUAsAmKefz48KSXUuZsXbAtizXy3XW7IDv3wcUgO7oictXGawDlB1cFZ7Eg9tqSVvS4KO17q4eltZmf+WpxZAVtF3TxQW52we1dvkZsVvCqg+W1WaaUOIflFBWlbfESAygiQyMbrKJMMTgsp6gg5ScvMUBF+JFIaO/n0xcAUq9fA7h0mfQSFYkxKVB9NTEdAAYO9xW+qmwAALgUeq4CoHPg6VyZLDd+x6djRvd4eif/xXV9CgJZSnGP0WP+sT4yJ1uWG/E/VgAVJ/4Mbzxz0pC03f+cL3j8uCB0Widgs3ZuO19bZl56u2UpBY8LzgfaAMD9U8fTmmj7mlvud/4+paAo50ygDQCb9e/jaQBi886GACAWG+rxXwFCLYSMmu3t7TUaTXp6Ok3Tu3fvDgwMLCkpad++vYWFhUql+vXXX6dOnUpG33w+/9SpUxMmTMjLyzM0NLSysuI47vjx42PHjlWpVCRBQkLC6NGjZTKZQCDo0qULAFy8eHHEiBHPnz8vKipiWVYsFnft2rWZNW86XEZ+1qFDhw6du/rvzGJB2OPLdTPbN5U8/+TZ2wAgKgn/UiqVBm69yRkAFEdfkEHarUwWQDx6ttRcCEJz6XQvuuaeS6ciFQAG3M2tgVKp9MvwEhEAG//Xpdo8rUZPcTcWCs2lk4cAANy5ndZQySSVyPrjDwfV/mTp0k8CUBp3WZYSk6gAm759xZAXF51/LT6ZBejr49f+lWUDAIDLICcaoGjfuF7eE+YeeDL8i217N3yoO2OrR0HgOGPbrs1BY8QJ6+ZKJwQdeQgArErVaOY1DTkwcImLCEA07KcrN2/ejF/noS3T9UOptQhELjM+sAGA+5m3m2h73VuExu7/8LOq/Uk4cs+dnJwH0Z83978ihF4DCZc9e/akKOr+/fsbNmxYsGABAAwdOjQlJSUjI+Orr74CgGPHjk2dOjUxMfG3336bPn26RqPp1atXYmJiRkbGxo0bASA6Onrs2LHx8fFHjx4dN27cs2fPLCwsoqOjb9++/fvvv/P5/IyMjA8++ODYsWMURVlaWnbu3LmZNec3eVXYztS4DXSwd3XoMeh/Pp/lat50ZuXyCgCAJ1kJCTXdL0NTU0NGBFBS+gQAxIa13RhTCQNQCgAgr1AAgPLhrYSKmrqYmppCOz6A6g0eRygQaP8eMmqY+MDxrOSwC2V5IJF+N7dw4meRsYeulpUC2AwbYQlwtdGydVjODzmmmPf1b4k5N/46fOOvw9tWdvhgz/X949u/RkGQs+8Dry9jK0DYzrRrn56MATxWNJW5PWnIdsY1hYgkVlbQtMbbvg6BgNb5J6Gx8SsyRqiFkSnFXr16cRyXnZ399ddfA4CTk1NYWBjDMACwYcOGysrK4ODgkJCQkJAQcleXLl1Onz5NeohffvmlQqFYtWpVREREREQEScAwTFhYWP/+/TmO++STT9RqdWBg4IULF8hVW1tbmqbJFOcb17zpO4dtlMlksvgzBw5snOtqLnxVZr2detEA0PerWJlMJpPJYiPDoqKi9gd0BZf3egFA6eWIlGoAqE6JuFw7GHfqYwcAzIe/pcpkMpks9dLZsKioqNU+b/xEL3j5DKEBEnfsSAfxsFHDfIcPBEjctu0WgMTTp7eeZVfLC5/bDp+54Xxu0eOClOAxEmAfnzoS+XoFyQ7tiq0AybTQB7my+DMrfU1ekXlvtwFiAIg9d6YaAKD8z+mOjo6Oc0838bCNt31TcKkHvXskYDk6OpIpRYlE8vHHH1+8eJFhGI1Gw3GcRqPZvn37jz/+2K1bNwMDA4Zhxo0bd/ny5a5du7IsCwAsy65cuXLPnj3du3c3MDAwMjLy8fGJjo7u378/y7IURbEsO2vWrOPHjzs7O4vFYoqievfuDbUd2zeveYs8f63350zvBHB9ldf473bu/G6S7yB3JyffLTIhWE6f5kYD3N/pZ+/o6Gjvf/CxuOYWx9mBbjSUHvxk2LyNf2ycN9zD1d3pvXmnlS1QG6Hv8IEAiooKlh7i40UmGRUKBYB42KghepedsGqo04hpE/xnbPzj+NGzfz8BgE5dbF6vIEOxGACeJB7+7Y8/di5dcjDvVZl7fTyxE4Di5KxB/lKpv9eXZ0tKHju6DG3qaRtt+8aV/z7BrpdTD88fGpzgQOjtIL1La2trMzMzlmUXL1584MABExMTjuN4PB5FUSSeLl26NC0tLS0t7fbt2ydOnLCxseE4jqZpAKBpmuO4wMDAW7dupaenp6enX7hwoW/fvhqNRpuAZdmPPvooIiKC7Drq27evtug31rLhUjjkx4v7ptgKiy9v++abbVG5YP3BP0+vHQgApoEn4v/5gaOpcRuADv6793/SsfYe08DjZ5cN7vg8M2T9wvUh6XLjgUHHfmt6jlRfNaswNcstYDlimA0AAD3Ex0vvsoUjt5/4dnBH+mH4+oUL14cXC21rH+k1CrKct+WLPiLIOvrNwsVrE72meb0q85qGFLG5V0+fvprLdnh1ozTe9o3CpR7USjiOE4vFtra2FEXl5OSQFfA6sYxlWZFIZGdn17lzZ5KgTibV1dU0Tdva2lpaWpI+qe5Am6IojUaTnZ1dWVlJURRZNG9muGxkI1EzKcsfPnjwsFxny76i5MGD62ej7pKflEcm13svR1Hy4MGDEsVbqc+r6FF2/Ud6bcryh41k0GjmyvKHr9sor1dRZXl56zQ5+q9GNg/NmTOHoqjBgwc3kZLsYK//Y/3cGixiz549ZLxfVlbW3EpzXNNLPW9KaGxm9fISQtEfMwauucUKrd1H9jUpu3X+Kgu03dixOu/l6LGc8dboUXb9R3ptQmMzs9fM/A1Kfb1bcKkHtZ5evXoBQE5OTmVlZdu2bRtMQ1EUx3HV1dUxMTGOjo5WVlakF1lUVHTixAmFQjFq1CiyatRgzzE9PR0AbGxsOnTo0AI1bn7E1ZPi9n6pK9kM3qmLk9fc/bexW4PQfyfyTndUVBQA0DSdmprK1eszEqSTGBgYCABbt24l96alpUkkEoqiSJA9cuSINk8tkpuvry8ATJs2rX6CN/B2epcNEfWQ7o+XvrPiEEL/Z5GeoJ2dnUgkqqqqunPnTu/evbl6PUSydHPo0KG9e/fy+XxylcfjzZ8/v7q6Oi8vTyKReHl5zZ4929/fXywW1ymiuro6OzuboijSjeXqvWb+uvC8S4TQu0YCn4WFhZWVFUVRZMhcJ5xxHMfj8R48eCCVSsm+9OrqagB49OhRdHT0zJkzLSwsDAwMvvrqK7lcnpiYCDr7hEhW+fn55D3Inj17QvPXeTBcIoRaBcdxfD7fzs6O4zgSLuuEMxLy/P39J0yYMH/+fLJ0znHc/fv3KYrq06cPSdCtWzeKojIyMkAn4JI/srKylEoln893cHCon/8bwHCJEGoFuq9C3rlzB2q3r2uv8ni8lStXFhUVhYSEkH6lUCikKOrZs2cA0LZtWxL+RCIRx3GVlZVQL1ymp6dTFGVmZmZtbQ0tES7f3dwlQgjVQWYV79+/X1JSoj2RiAzDMzMz16xZs3HjxvT09Ly8PIqicnNzCwoKyPJOVVXN22hKpZKiKJFIBPUCIum0duvWrc605hvDcIkQagUktPXo0YPjuCdPnty7d8/U1JR0KsmaT1FREU3Tq1atWrp0KQDQNL158+bi4uLdu3dzHEc6pABAZift7e1BJ1ySd3syMzMBoHv37gDAsiz5sTlwMI4QagVk6N2tW7f27dtTFEVCGxlEk0uurq6ZmZnJycl37tyJiYmhKGrFihWbNm0Si8VOTk5//vknGaHv2LFDKBS6urrCy8P5p0+f5uTkAAB5W7xFYO8SIdRqJBKJjY3NzZs309LqnlzQpk0bOzs78rexsbFKpWIYplOnThzHbdu2zcvLy8rKimEYmUy2ZcuW9u3ba1+CJJ3T3Nzc4uJijuN69OgBLTFxCRguEUKthQQ4BweHGzdukKXtOqerkc3hFEW1adNm586dbm5u5BcPD4+kpKT9+/c/e/Zsy5Ytfn5+ZLpTexdFUTKZjLx1Xmec3hwYLhFCrYMMvXv16kVRVFZWVnV1NZ/Pr7+ZnOO4du3affbZZ1C7nq5Wq99777333nuPJFCr1bofO1Or1Xw+nyyLW1lZmZubA4ZLhNB/NN1zgvPy8uRyuXZxvDGkC1mnE8rnvxTHhEIhAGRkZHAcZ2dnR0IwhkuE0H8wEsIcHBx4PJ5CoTh8+LCzszP5QG7zM7958yZFUeR9Hu05mM2E4RIh1DpIWCTHBZWWlgYFBbVg5mR4TsJlS8FwiRBqTe3atbO3ty8tLRUIBOTTEc3Pk7wuqT1co0XyBACq+ad0IIRQczx48EAul+su17QUR0dHgc73DpsJwyVCCOkFB+MIoVZDhswHDhxIS0vj8XjN/FKjFhmM83i8pUuXmpiYvPoGPbPF3iVCqLWQnepDhw6NjY19G/lnZmY6OjriRiKE0H88EsXc3d1VKhWfzyefEW8pPB6PHF+ESz0IIfRO4YlECCGkFwyXCCGkFwyXCCGkFwyXCCGkFwyXCCGkFwyXCCGkFwyXCCGkl/8FPQQBHAoIPrkAAAAASUVORK5CYII=)
If you have placed several items in your shopping cart, please request the total invoice from us.
We will then summarize the purchase and reduce the postage to the value that is actually required.
You will usually receive within max. 12 hours from us a total invoice.
You can check it again and if everything is OK, then pay first. This avoids time-consuming multiple payments and possibly Refunds avoided.
Thank you