Here are four stocks with Zacks Rank #1 (Strong Buy) and strong value characteristics for investors to consider today, November 29th:
Dean Foods Company : This food and beverage company has seen the Zacks Consensus Estimate for its current year earnings increasing 3.2% over the last 60 days.
DEAN FOODS CO Price and Consensus
Dean Foods has a price-to-earnings ratio (P/E) of 12.38, compared with 25.30 for the industry. The company possess a Value Score of A.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZUAAAF0CAIAAABkITNLAAAgAElEQVR4nO2dzYssR7qf04LLxV/o63L/kKJgEMxs7kJo6LWXdh2UC+F7rKWXvZhVy6ASjNwGy8ZwF8caymbKM4sCjxethUHIB87MNL0w1DkLMRvTeOVFMVpcVF5kZuQbEW9ERlZHR1dVPg8CVWflV3VGP/VGZJz8VXsAyMT333+/g4JUT33FAZ6AH3/88c2bN69evXqZxqtXr16/fv3jjz/Gd4u/CoO/YIq8efPm97///evXr79P4/Xr13/4wx/evHkT3y3+Kgz+ginS1FOJ8mpo6rX4bvFXYfAXTJGXL1+OklfDy5cv47vFX6m8+vry8vLy8svffd+9vLy8/PrV7vvffdm9TAF/wRTBX0/Mq68bR33/uy87Wb36uvGZeS+Bxl9/Wn16cXHx6epP4lJoy7y3P/82T3P69vMLQ659wnkj24zTcLy3vFYV8Nd3X31ycXFxcfGL3z61v7757OLi4vmLber62xfPLy4uPvsm0+FTD3hxcXHx/MWLzy6ss23ee/7iG7GO80kURx3uL01W334e01dOf8ldDRwVoOPbz2UDtNrjcCvS/fXdV59cXHzyySchgZ2hv7Yvnh8mPfuA33x20f9kn7v+SRxHNX3IdsF4f/k6GmoCGf1lN0SAJNxmI1rsgf767qtPLi5+8dvf/uLi4pOvvpuAvx5StLnbmhPevnhunXmKv2I/RTHjX46PRAto3mkxjSJUNGn7cTZVG6IqMHno/n11aXMOn356YZ/VwKHhdPG+9voFIX/9afVpu1zzV6uv778PCuyJ/NW+bnppljRMJ+6zF0Inclupmb7L14um32Wz1fPnF+Z/VnHlWs53n9iBvzih/5j0nkM/fm+Jp7/QspWEPJWyPPqVaFTj92DdPUnZecfqt08+NJwqur/6RjLWX03n8avv5Ksj8lf7g+K17c6oKeYv80pZ5B7FekcXkFK7dUK0VZfgLzGI770XR9x/dEsuef39kifBX3Yr8vaptkdxBLVb6bTMUJMdeWg4QYb8JfEuvu8vKa2QwJ62/nLFYokhJBxXVpZcfH8Zz/RvBXqyvr/6es4SWKH6S1x/+ffeNoXh2sfzl9XvtNUUpr+RoA6wuQsD/jro0HBaHNB/7PH81dx57Ibtf/uLC01gR+UvWyDD/rL6j6H6y72H+Nk37nDWbucf0FtfGizsr3b+l8VD5n91l/3bz219dY1kZP/xoH5bv32++gvOkazj993ECQtPYEflr7H1l7Nvuyfp7q5b8Pyzz3R9uTsWW1v3IsffiRiFPX+1aRKf9/qSJVdX1Pj1l3jdrjQ4ru8e1Bp48zdPHP/SxJZ7qhocCQfMnwiOfzX6Er7yFhyhv3xnWHXWZ9/srE5jr5W+pJIj875n2p3q8lHGzmxlhfebEWf+vRk4UOcCfr7qO5a2FPrtVsH7j2GD2N090e5G33/0hv+HDg0ny9D81RH+UmylCuzI/BW6/9ibx17u3H+UKz5/sVU8Yw3pO7iFoLVaN4HVveOQHf79EEwR/v1QCk5ZZZE8dwx/AWQGfyUQ0xf+AngyeH7OAF3HMigo+e8fQ25KWedh4C+YIuZ5hOny+uMf//j69ev4bs/HXycC/oIpwvOjzwP8BZAN/FUY/AWQDfxVGPwFkA38VRj8BZAN/FWY1l+Jo5gAAMcD9RdANqi/CoO/ALKBvwqDvwCygb8Kg78AsoG/CoO/ALKBvwqDvwCygb8Kg79gcvz57//8s9/8/C9++VdvLd9N/O8vfvlXH6w//PPf/zm+Z/xVGPwFk+Nnv/n5W//23err96tfJ//39ftvXb/7s9/8PL5n/FUY/AWT4y+//Otx8mr++9X7f/nlX8f3jL8KMwF/3a0uLy+vb+67l5eX3c/3N9eXl5eru6c+QyjLW8t3R8vr1+9Xv37/reW78T3jr8JMwl+NvPZ3K+Oq+5vrZuH9zTX+mhpBf/2X96v/9G715TvVf3i3WuGvE6Dz16aubObL7ZgmsV3Oq3ozsh1tl3PnqOP3MXxo4y9rWasy/DVBdH/96r3ql+9Uf/tPqn/2D6t//U+rv3sPfx0/av21qUeL5GB/WRtt6tHiHO+vu5XoM+KvCaL46+v3qn/zdvXP/1H1L3653e/3t/+y+o+K4/DXsaH46wB75fLXQbsZ5y9HWPhrgij++vfvVp/844//V7cG/joRPH859pL9SrNY9Pu6ZUIim7rvfvaba2VV3F/+obfLeVUvu4N3ewwc2qD1Hw34a4Jo/vqbL/7vfr/fb//P6/0ef50Mjr8Uewk1NGYQC3t1dK+sHuCmNq/Fyx61/yiO5x56u5xbZowcWkD9BTZa//Fvvvh/b774r+9UL/77fo+/TgbLX9GeY2cg1UR9aSTfG+qJeuP3gbGv7pBbsX9Hne6hBdRfYBO8//h371X/GX+dEsJfW00BlmLmy62+limNNlpFFbyzKOuv7XLurOMd2lu/95d26A4x/8uB+V/TBH+dDcZfmpesZQn112YfelsvxZz+o+wAqocO+yt2aAAb/HU2tP7SqypnDEof/2oW2oPo/TIx/jXor8AgW3/oAX9hMEgCf50Njb+UiaRVvZHLrf5Z/P6j7AqOvf/YbBA69KC/lF4ogEvQXy/eq/7b7/b7/f5//y3zV0+CCfz7IQCb2L8f+p//Y7/f7//0r/j3QycB/oLJwb/fPhvwF0wOnp9zNuAvmBwfrD986/rd6lfj5PUP/t17H6w/jO8ZfxUGf8Hk4PnRZwP+AsgG/ioM/gLIBv4qDP4CyAb+Kgz+AsgG/ioM/gLIBv4qTOuvlwAApwb1F0A2qL8Kg78AsoG/CoO/ALKBvwqDvwCygb8Kg79givzwww91XX/44YcXaXz44YfPnj374Ycf4rvFX4XBXzBF6rr+6U9/+s4773jP7dR55513Pvjgg7qu47vFX4XBXzBFPvroo3R5Nbz99tsfffRRfLf4qzDn7i8RPnS3umy5vrknfGjaXFxcjJJXw8XFRXy3+Ksw5++vNjntbmVcdX9z3Swk/HGy4K/zQOR3eLEXdmZQH8VRyTSONmdDi+HQgzTsrJDHztrQwmuNyvDXZAn4a/5FG5f1Mf46Cbr6S8k3c3LSAkmN2+W8ms/9HDRvmXacx48Lcv11txJ9Rvw1WXR/zb/Y7vfb7TYkMPx1bJj+oyewfkEo2rbedC+Wy7lcYVNX9VKNw/YCGpUItazY/nKEhb8mi+qv+Rfb/X7z8ceb/X77hZ8oiL+Oj378yxFYb5q4Ypp3t1Jgm7pZomwVLbiUWEk7B9JEc8/rel55GZPafrX+owF/TRbNX62+qiooMPx1bIjxe0tgolCKh1q3nhIC29TtAl1UYhwtUO+JbZ0YblPxBWJs/fOk/gINxV9N5/GLuXyFv44cef9RKEc6y/aX0M98ue03MgJr9JXQMez2ZEzl28faSbeGFJW6goT6CzR8f0lphQSGv44Na/6EsYFlAt1E0iZdWTRfbjt9pQ5sdTLSqyf1POSe7ZuZleYvM//LgflfU8bzV3PnsRu2/3iz1wSGv44Ne/6XGcyy1KO6xfNXs2TTlWGqv5S7nN164+ovv/sIMALXX93ECQtPYPjr2HDmr6qzIdoyR+ilKXtcmzQdwuiov7aj9kdn/Mt0RtXxL7Nn8QMug2QcfzX6Er7yFuCvo8Sbf7+pK/1OXmDeqbSGmBYWsUlgIuyY+4/Wns3+IncZACxsfym2UgWGv46Nc//3QwAa/Puh8wB/wRTBX+cB/oIpwvNzzgP8BVPk2bNnH3zwwdtvv50ur5/85CfPnj2L7xZ/FQZ/wRTh+dHnAf4CyAb+Kgz+AsgG/ioM/gLIBv4qDP4CyAb+Kkzrr5cAAKcG9RdANqi/CoO/ALKBvwqDvwCygb8Kg78AsoG/CoO/ALKBvwqDvwCygb8Kg78AsoG/CnOO/hKZHXery5brm3syO+CRwV+FOU9/tYFDdyvjqvub62YhmWnweOCvwvj5Qx0HRGFEEjSadDU37qzSH1r/wCQOLfPRqAx/TQUtRivY5qxQBm+d5AY5UX/dXs2qxTplYWyF26tZ87uPbmUTyt+2Qq4PbTHWO13Ko72CjPzIheuvu5XoM+KvadAIqW9sfUPTo0adTb1oePwVZL3QpLNexE3kbrVetD+ZFykYf3kXbfAy+wT91YVzKys8QuqZ7S9HWPjr7GnT/ep6IJtdR7OXEimoMzV/NSXTbLFwS631oprNQvWXttV6Uc2ubs3bqQLr/KUkyzrX1OtX9gvtZLNuudjdpg6G2opU7Xldz6vKCdBVQ9X6Y2vnrPUfDfjr7NluNm5jS/6W9L61t8u5n+gcZHL+Wq9vd2pPcLEOa0jZylpZuGwI4a/g95MTImuSZbsNzMvGNSaNW+ZCNi/1/qNJpfWTaJ1QW3cveo1I/QV7L5l0vtx0X4VhFSljZvq4R4Cp+avFVtXt1Wx2dTtu/Osx/SUx62kFm9SJncstHBQYJ1W3Vc/KakzaGtRfsPeTlWXQe6Ct+9HIwX6DDv7a7daLRj6l/TXwteTfmek7kF6J5NRQCWW8tq1eXrkSVPxl5n85MP9rQnj111Z5I7jF3v3exV9hhH3Wi+5VUX8pAuuWWBbR6h2rD+ipSuhrrL8S6i+AAMHxr2ADspubN6Ui4R7k5P3V3FW0CDos5KxDxu/bssZcPvGTM/xVmTuJYvwr7K/tct5f9bH+cse/vGoel0EIu230bgp2NaLTf6i/IuSY//XA+RPdRVa+a+TEv401rKXef7QueTdzYrAdhL4tB+4/5p47BmdDeP5qYPQ0PAaMv+Ik+EvpE7pbmdrtsPmrAPAwJuqvpwN/AWQDfxUGfwFkA38VBn8BZAN/FQZ/AWQDfxUGfwFkA38VBn8BZAN/FQZ/AWQDfxUGfwFkA38VpvXXSwCAU4P6CyAb1F+FwV8A2cBfhcFfANnAX4XBXwDZwF+FwV8A2cBfhcFfANnAX4XBXwDZwF+FOXd/iSyPu9Vly/XNPVke8Ajgr8Kcv7/aIKK7lXHV/c11s5AsNcgL/ipM5y8lmbF5ULjMle2xMhCaZ9wH9zAY+9jkG/uIxFF3M+dUwk/B17Igjcrw15njP7c+9iR7mfPQtSc/5CHKdP3lPwI/lt9xezVrf639Q/H76KLU8LSd7a/AdVXyWhR9pWZzODtw3or/qLhqu5xXdV0H26Trr7uV6DPir7OmcY/bfkIpaH3bMklXashWlKn6q3GPH8ah+2u96Bx1ezVrXpkXu3EBRAn+8i+dpq9x/jJZL+P85Z1LX74FDm37yxEW/jpXmlJqXtdW0p69xGYwgD4poX6C/mpKqdliMZPBtfYSm8F42gPya6MJUY403NSpwYx1VUPNgrH+CiQpBxuX1n804K9zZbvZuEmh3hJ7g4GEND0K3mOK/lqvu0qq85e3xN5gIBdSlmKDRMe/ZE5eJDSvN1FgD9pb7S5G+yuQCh8SGPXXlEkf/9rUcrjVWqNtvYx/RUkf/1ovqtnVuhsAs9Zoh8Xyjn85bwf0Na7+soYYDvWXdSaB8Qnqrykzyl+VDOj2bMX4V5xR/jKK6kfCnBVyjn9Z74f0NX78q6o3D+k/akWdf3wx/8uB+V/nz8j6yxuWCK4RAn/FljRYo1vqSrnHv/oVnNWEvkqP30dqOoCGdH9Zy/HXeNL9ZS0v5q9GD3NXL/1PY/zVq+bQ+RNqOZ/UxGA6jJn/1Tce07ZkI+tus8fBX7ElHb2fTFdR9hlvr2Z5xu+VaROOXcQljexBeSvQ61R+VDcLmCptkAKmwpC/7GbUtzarEguOTSjgr9ASu6bq569alZi7bJhz//dDAAWZrr+eCPwFkA38VRj8BZAN/FUY/AWQDfxVGPwFkA38VRj8BZAN/FUY/AWQDfxVGPwFkA38VRj8BZAN/FWY1l8vAQBODeovgGxQfxUGfwFkA38VBn8BZAN/FQZ/AWQDfxUGfwFkA38VBn8BZAN/FQZ/AWQDfxXmvPwl0jruVpct1zf3pHVAEfBXYc7NX23U0N3KuOr+5rpZSFoaPDb4qzCR5993TwbXH2zvxmp4m9lEHoE/yHC2SIeW9mhUhr8g2pZMG7UTtqLt2gF/7XYJj7LXV7hVM23jhPOHTNZPXB/b5dy74Mql9nYSWC+4fhKuv+5Wos+IvyZPY6Ng/pCbOiQT+civTUVECanxtIEV1CiiQSL5ad2ioa8s10Lq+mOSrIbfDWH7yxEW/poyTXE1r+tAuxJRRHrbI/8xjcF4Wn0FsTQcvObzMH+lWybuL9kBrTfiZ68A7PuhWmPS+o8G/DVltpuNkjfavy2XK6pKDEfGXzaDtVS3guWsLPm1VtJ1YPgrPTBW7T+2C5yXqrPM8ZSNeqi/IM4B/mrbP+Nfo7m9msVF1K+Qw1+R8ftAkWVfaFFFeRfb23+gOXR7VP019CVJ/QUDHFp/Mf41lturWbz2slbIX38NXvLgW9rl9/qA1maW3cL+snasHVvM/3Jg/hfs9w/wF+NfY7i9mmkj9+EVnsZf+rDAkL/29t1Hax8Pq78A4gQbM+P32RhXebXkH78fvOTmXX+0YMhf0mDOoFbvL789DY1/AcQJN2Zl/oRsY9vlnPH7FEYMellknz8hL7mCWNteQ92Nsv9N3a4s7yluZK0l3k+7/wgQx26HgfHbfgXRspO+LPHXeuGKonGRqa9CK4h3Dpi/CgAPBn8VBn8BZAN/FQZ/AWQDfxUGfwFkA38VBn8BZAN/FQZ/AWQDfxUGfwFkA38VBn8BZAN/FQZ/AWQDfxWm9ddLAIBTg/oLIBvUX4XBXwDZwF+FwV8A2cBfhcFfANnAX4XBXwDZwF+FwV8A2cBfhcFfANnAX4XBX4ciskLuVpct1zf3ZIVMGPxVGPx1KCar7W5lXHV/c90sJKttmuCvwiTkP0rSA7f9DefLbeJRhvc1fBJt3sLgEQdPbLucqwfTsiaNyvDX0dGnk4aanGkEWix8WmPFX7udfMR9KMjj9moWePb90JYO8fztbBkZwiaBlO9xOxvcZlMrkWvmiFaK5OCJdfuycf11txJ9Rvx1XMg4q0CTU/KH1Lej4C8rXigQJTQQNTQmgCiSP3RwreXThU/pKURjLTl8Yn3Y1cDnSjsx9RxtfznCwl9HzFA8bSArK+VvAX/ZqEm08ajHUfFpKf7aLufzup5XVVVv9CgzN5nWXbbf1E3bUMscs0DNRlMWir30gZHOmUfaolyUdmJqi9f6jwb8dbSokcvxaGR9Ew38JdGTHqNR24PpkQ7x/mOfxNi+p0bJ9gvtVzJUu18aGmdSs2nVhd1RQj1cNbvb/1ypJ6buhfrrBGmv8uDAruOvER0R/NXSDnBpKor5a0z09m63Sxq/V6Ow1Ro80Aj6UsZvCWbn6rb6DrfLeVUvw9+JTmxy2EtJJ+Z8GAP114mi9gUj/hozjoK/LNS+YMRfo/WVmr/tljPhItw3heiJRUYWrDYjKix/YXMYEdXtIreKNb60E/N22SLmfzkw/+u40b57w/4aNQyMv2y08a+wv8br61B/JdRforVYI1yBYfKx9VfwJIb6j2NPzP8BTptx4/ejLj3+shk3fq+uHedQf7njX94wuKjU+v16RxF13Pjxr1DjSvNX8onFfztwCjhDCpqQAvMnxl16/GX1GW+vZpqQAvMnDii/DvfX4P1HYzT1ZmKlbHrA/Ufr5oJ2xsHPNebEKL9OH7W12tc1cOt8zKXHXzsxObUK1lZmuqr01QHl15n++6HAV+yhoC9IA38V5jz9FZoz//T7grMGfxXmXP2VrwTLXMvBOYO/CnO2/gIoD/4qDP4CyAb+Kgz+AsgG/ioM/gLIBv4qDP4CyAb+Kgz+AsgG/ipM66+XAACnBvUXQDaovwqDvwCygb8Kg78AsoG/CoO/ALKBvwqDvwCygb8Kg78AsoG/CoO/ALKBvwqDv04KERpyt7psub65JzTkOMBfhcFfJ4UJbbtbGVfd31w3Cwlte3LwV2ES8h8lBwdZyKcAymMdsLPBc9DCaLvQtzwPUm0/zeAvbfBTR05VPVMtdNKoDH8FMY+2DzXu+ArJLWe6/vLDNwbjOJwV1MfmDxHP38724NH+D9lKd1HTNxL2NewvbYVs/uoeKD30Sxv+1OFT0h9a7frrbiX6jPgrCTW/NrZC4zb8FaHJ43DCOAZEtF7IFUQU0XqhB3drRPKHMoaGmT9kr+3oQbhDO3tSf/VWGvilJXzqeDyl/4ux/eUIC38lMM5eTX08r2vqrxBN2TRbLEwx5S9RWC+q2axf4dAc2wR/bZfzeV3Pq6qqNyPy0+xvsMAfstdyvD32C+140W65srsUf7mxbE7kWiRfUvQJB/yV8KkH4sE9gWn9RwP+GmTw69JZYbvZOK0jzhT9tV7f7izn+Ev8ja5mi3VwBTsWMkq8/2h6SX6copNf63aHrHZg+kKxIDInqtb86XcbWPHbSr6t3Qb9IaXAyXcv5Zvz+VxLr/R+UZFfWuKnDp2qvnfqrwdyaOmOvwYZM/7VxtoGVri9mqXnQCaM30sVmQs5GHwt1uiHclKDFM16mp/U8wmehrZcPc/OVZt6vtw0w+fajpwk59AvLfFTR/8wlO2ovx7C44884K/Ykpb1otGTtsLt1WzM8P2h+dt6He7+PRsHiZIk0g6szWXxZpcm8Qoo8ll0+TpLmzt/zTlrY+hy24HeX8KnHu8vM//LgflfgxysL/w1TLK/1gs5TmatcHs1Sx+5bzjQXwn1V4clAf9PWfbfpLO8vVv92Yf5K1InLkUVttRuAQ4effSnHuMveACDv8/gCvhrkFR/NfclLZqVxlZeDYf6yx3/UkfB279Qud/tcl7ZBYzfU9zUXf0lpZbRX9r4V/PaGvmaa8G1af5K/dSxP4yM939h/5DyC38N88D5X6MGvQQH+2vw/mNwBFy/z2jdEdz0hwndf4yc9iH3H/uF3j2E8F5i/Y20Tz32/iMcjvL7tBeFf+H4a5Ahf1kTJLwV/Kps5P1HSEaT0yOAvk6Q6frricBfB6DPjT+9Y0Bu8Fdh8NchPHoJVqjGg8zgr8LgL4Bs4K/C4C+AbOCvwuAvgGzgr8LgL4Bs4K/C4C+AbOCvwuAvgGzgr8K0/noJAHBqUH8BZIP6qzD4CyAb+Ksw+AsgG/irMPgLIBv4qzD4CyAb+Ksw+AsgG/irMPgLIBv4qzAn4i+RW3G3umy5vrkntwKOCfxVmJPxVxu6c7cyrrq/uW4WkhsGRwL+KkxC/qNZoUkX8+JDQuFg7TP4tE2sDZzH0qs703IPjcrwFyg4D63X4xoEftLCPpCTEGai/nIefn97NWt/aYFIDnWF/hn4I4I84vnbVkpiJ6PExxp3D0Ae2KRpNVbWmLK266+7legz4i/wcNqVmu4uUJOuxCsZ7RJhkv5qxGP8tV4MRKJpK8j8of79YSL5Q05dZALNkvzVPwA5nkpVVfO6tlZQcytsfznCwl8gUdqVnlgcQkSyazmhEabmr6aQmi0WdhKadJlXTA2uoC/USfTXph7OK3S21eLOnJU2G22fWkPR+o8G/AWSQLsyxFPgZSkmdpEWBzU5f63XtztHSXYsmiKigRVGRUHG+4/i60uU0cPDX4GYSH1999Bau6P+grEE/GUFvSvvOUNdXfNNi1OZmr9a3PDHbnwrqKHACu3iA8e/HPor1o9JJdZf0n3jY4+VrzrqLxiL1vCShrHs8a++48H4Vwi3S9gaKDL+FVsh0/iXvJ7JMjJbGANl8peZ/+XA/C/Q8drVdjlPq6MY/xqJ9NfRjH+Jq5mUd++0lKz1F8BY7HaVWEDt93v8NZpj9pc1JauEv0bM0QAI4jbCqH2cEQ8xfk//cRhv/D7af9RWkH3G26tZhvH7/g11Ol98BF/sbrS/KL8gB/bNQ7XFuuMcfnNm/moKCfNXrZpKW6Ffljz4tXu8fz9ka28M6AtOlon66+l4vH//qE+kf6zNAI4A/FWYR/z324eUYIeXbQBPD/4qzIk8fwLgFMBfhcFfANnAX4XBXwDZwF+FwV8A2cBfhcFfANnAX4XBXwDZwF+Faf31EgDg1KD+AsgG9Vdh8BdANvBXYfAXQDbwV2HwF0A28Fdh8BdANvBXYfAXQDbwV2HwF0A28Fdh8NeDEdkid6vLluube7JFpgf+Kgz+ejAm2+1uZVx1f3PdLCTbbVLgr8Ik5T/2HJytYWcixLJvsxzOP/LgBxw8QyvIRKBlUxqV4a+jwVzWQIvSH4Bv3kpqh/irxw21dd6yn3W/Xjh/nIkJHvH87WzPQjVysLPbh1JdMvirex710AdMOUP92dauv+5Wos+Iv44Ec1nt6+u/r7T8TT34TduCvzoaIan+EllDfZSt/v4gkfyhjDlmUg5e1RM5yINPwS6qIh8w7QzVbBHbX46w8NdxIK6c2qisK2uvsamr+Zz6K52mupotFnr95SUR2SuNsVeSv7bL+byu51VV1Rs3U8+vt01UlR2JJrtmkZxvp9fmBoiGj6aXiuJx+gP+SjtDVWBa/9GAv46CcUm0Thik3eyj4K/dbne7XnfhjoMicm3VZ0OmEe8/mp6XH+YornG/0H5lGonV7xKWclO3vQJ+YM+iIaptMh6jK1tp0hmqe6H+OgXG+Es2XTF4ir9GkuAvz1ZJzpMkjN8719OMIsR9IdYIRKJ1mtAHI2x/6XsODGVYR1CqRb9kSz9D5XNTfx0/yf6yy++uKsdfBzDkIiWde7S+hvO39SpGz2N3HWEsEx/hknK0t7X8paqnr5UiGhz4gOlnGPCXmf/lwPyvYyHNX9vlXP9Ww18HEJXR7dXMH7kfr69D/ZVQf3VIOSgFk2rEeP2loZZi8f7j2DO0zgxOi6Hxe2XgUw7Hhr8jbfBXT9hGSuW12+2ckf00DvWXO/7l1dnCS2K/zjec2NQZ/gqPf9lSE+Nfh/or9QwHfk1w1AzMn9A7FPJd6q+RhPwVHKI/oPw63F+D9x+N0dxmYX2v2WrolrnLtNwAAAqaSURBVG1EUebffxQ7HL7/ONgFSD/DPeXXKaPcv7ZGUiOlFv46AFtHprbyZqqalQ4ov8793w8pcnoI6Aui4K/CnLm/Bsbmn3BfcI7gr8Kcvb/ylWCZazk4Q/BXYc7fXwDFwF+FwV8A2cBfhcFfANnAX4XBXwDZwF+FwV8A2cBfhcFfANnAX4Vp/fUSAODUoP4CyAb1V2HwF0A28Fdh8BdANvBXYfAXQDbwV2HwF0A28Fdh8BdANvBXYfAXQDbwV2Hwl40I47hbXbZc39wTxgEJ4K/C4C8bE4Z2tzKuur+5bhYShgZx8FdhIvmPKXkrYfInXbjJGvv9vo+6jR9Ofzc1TNuoDH8dKTI7IfKESbcZmM36hYFFqS35/P11ezUzegimcDgPtte3Msvs1bLnPx4RJpi7JZ4as7fWO8xfdyvRZ8RfR0mfKORloLmrOeEdXiJR1yTsZPf0P4zz99d6ETXMemF8tF70rlK26tI6RGrHwL41TstffqR22hOdD/WXIyz8dYwk5HM2VdW8rvU1/ZhR+WLMQ8PP3l8DGUHW2301pWxl3pQvRscPJfpLxkuZb7p5Xc+rqqo32+W8qpdd4d1ebrspuO/uZaW+7I89kIfWreJHgOtJa1rsW/9mndh/NOCvo2RrtR+t4Ww3GyeeNGA9t/4am9hy7v4a5RhTi6lbufXXAcXXbmD8S0hFvDTJsjJasWs2Zl3LX967bs3vhXrHkso2dVXN53OvJ+km3Wq5us5xqb/Og675xmulYX/Z41/jE1vO3V/rRTWbzSKjXz0iplbfyhr/Oqj42o3vP3ZXWlY/7mvfX967lp4GopH1s3Caqn9c92zV41J/nQF9a4iOfyX5S1m7K9hTWuaZ+8uKzo4VTLdXs35cfnirrg/ZZdumF2Jp/rKqM9sIoWahCqV7He779R3IWHPxz9Yu96rA2drH1f1l5n85MP/rSEkY/1LWHNyq7Tp6X4FRztxfFsGhsNurWbg607Zqnda9NeYuZIK/rD967XKO91eg/rJbz6j5EHr95b07WH/ByXGYv9Txe2tVp50ntRb8ZVVeSVt1XcfocH+IBH85w19Z/KWOf0lRHuwv+Z5yDkPjX3B62OOcyc0mNmzRj9tTfwnE7Ah9xMrqKqZt1XcoH1p/KThdsvlyI3piD/GXHCmtrWH7ofuPfkP0lpi9aF+w/VDvkvrrTNDmryr1kttsvPvU6qaMfwnU2ammXurGr3qaldSt7E27nw4c/3pK6MfBmXD2/jo2nshf6V1FgNMBfxXmyeov0WGl+IIzAX8V5hj6jwBnAv4qDP4CyAb+Kgz+AsgG/ioM/gLIBv4qDP4CyAb+Kgz+AsgG/ipM66+XAACnBvUXQDaovwqDvwCygb8Kg78AsoG/CoO/ALKBvwqDvwCygb8Kg78AsoG/CoO/ALKBvwpz7v4SeRx3q8uW65t78jjgEcBfhTl/f7VhQncr46r7m+tmIXlokBf8VZjg8++HHiqYlmfQxLjoD9cf+czV1IRKGy3P0agMf02OgZwtr/WLhTz/fhyRGA7xPPz+8ffhh+RHCOUP+QmxCQ3BW9amUB2mnjFHDuL6624l+oz4a2I0URzhnK1Iit/gH8R+v8dfPU0UR0BESoitCClaLwbDvQ3h/LSBx9Kn+MsP0cvBA/zlCAt/TYemkJrXdajxKCky1qKkZoe/dl0hNVssQvWXku9oLRoRoBbJf5RXz0+a2i7nVV3Xotz2Usv2m7qP5YtcehNQtYyFs7UvrKM4jlWOo/UfDfhrOmw3m2hT7L5rgyTFzOCv3W53u17f7iIWUpMjJTIwcoCIv5QERxEbJONfu0vr7MQU5Or4l8iYFbsZ9FckBV5rm9RfIAn6a1NX8/k8OPZrhdCHwV89QX+tF9VsNnNGv+ztUruPKf7SU9e9wNh64+cbuznYA+1JO2LcX2ratoT6CyShpmj5yR0JG4j1FuCvnpC/LD+5I2G3V7Mxw/cp/Ue3elL81f7gOk2tkiLt6QB/WYuVL0gx/8uB+V9TJGkUyxv3So74w189SaNY3rhXeum12+2Sxu/1S65VZXKZ/A57TH91RxocvwAY7a/0yqsBf/WM9NfYyqshZf6E2kcTX0vmItvDY0qNFGhQ7viXGCvtG5DlL0tVm7qql+gLEgg1RTk6b74KEwe9BPirJ+QvOTpvhvJHDXoJgvNX/WLMn9hn33/s91Jv7GpIn78qS7VmL/3NbbPFfLmstbsI1hn24gOI4g3RRmaqmkYf+KNQwF89tr9kR9GfqdrMFpOMvP94FBw6Tyzv/DKAQ8FfhTkHf6EvOBLwV2FO3F9eVxLgCcFfhTkqfwGcNvirMPgLIBv4qzD4CyAb+Ksw+AsgG/irMPgLIBv4qzD4CyAb+Kswrb9eAgCcGtRfANmg/ioM/gLIBv4qDP4CyAb+Kgz+AsgG/ioM/gLIBv4qDP4CyAb+Kgz+AsgG/ioM/iqLyBO5W122XN/ckydyFuCvwuCvspg8t7uVcdX9zXWzkDy3Uwd/Fcb2l3xQ/WM8CFV7EL4SfPsA+gfvi6eXu2F+oUyGjA9ytfJLBFoepVEZ/npE+vYQuPz+A/CtpeQ/jiSSPyQegO/Gp4149v1uZ/nLCkgfGxxlNhr0Vyg9NIs4NiLsY77cbpf1cuvlRQYjZbI+iNoNQW1w/XW3En1G/PVYyCQhq50bxFKRvWWW6ht54K+OJpEjYCI3tbbbYLHe2flEgxh/eRdofHjUk/vLKr6aQMra+QTRmMi8D9K3UlA7bH85wsJfRdAujBdZ21lLCRGMgL92XR01WyxC9ZcVWusvSwqObOn8Ff9+kUlSMrTWKciba9wtV3aX4q++jPeCvmVRqDRC4SYTCO76a1PLlPjE8/c//nY5n9f13Pxs1nAyNL2/E63/aMBfBUj4Xu7+GLSM5jj4a7fb3a7XXaSjqiET+mgv61fW/BZA+Ct4ddTSWmxgXjbq6f+iPVX54199oqO3md+KNvV83keLKvqy+4mKRvtOXfr5ax/f6l7byZTK17iA+usJadvEgIb6i4i/HkLQX+tFNZvN7NGvx/SXxKyn+Un++aql1mD9pbaYzlWber7cNOPi2o6UM9ou6+VShNuKMamDzl+ekr6m9XtUfqnUX09OtKsR+GLa46/RhPxlRW13I2EZ/BXpP1p1k9IBE/079drL/UT9FRuGaG7pNQrSBsfVHmW93Fr7cfp3aefvf/zgu9bXu+ovM//LgflfpQiaaLucW9UZ/noIScNYnaoe6i9FYLL/Jp2ljX361VPG+qsRz1JUYUvt3p4zUNacuvSXfkdw6PzVjz/4SYO/LHhy9Mui3XFn/P4BjPLXQ8fv3S8f8ZMz/uN3oDL6Sxv/al5bI19z7Saie/Ru/kQ3aGVNyUo//+DHt+aaKBUcueDHg2xL6i3owKg+8ycOJ6QhOT9CDOU/cP6EuVzefUbrjuCm/5sM3b/be6+tVjL2/mO/0J+eE9u7O3/Va7ap5699fPeDmH3JQ1B+HRHq7FRrNFe7sRS4sxwEf/XY/pJ9QjF9VYqqmTJWHTp/9fTxFOXPnygI+poe+KswZ+Wv8BDXE3BEpwKlwF+FOTN/xefXT/A8oCj4qzDn5i+AJwR/FQZ/AWQDfxXm/wPVHyKirT064AAAAABJRU5ErkJgggA=)
Sanderson Farms, Inc. : This integrated poultry processing company has witnessed the Zacks Consensus Estimate for its current year earnings surging 6.3% over the last 60 days.
SANDERSON FARMS Price and Consensus
Sanderson Farms has a P/E ratio of 9.95, compared with 13.30 for the industry. The company possess a Value Score of A.
![](data:image/png;base64,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)
QVC Group : This seller of a range of consumer products has seen the Zacks Consensus Estimate for its current year earnings climbing 74.5% over the last 60 days.
LIBERTY M INT-B Price and Consensus
QVC has a P/E ratio of 0.84, compared with 14 for the industry. The company possess a Value Score of A.
![](data:image/png;base64,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)
The Liberty Media Group : This provider of entertainment services has witnessed the Zacks Consensus Estimate for its current year earnings surging 36.4% over the last 60 days.
LIBERTY MEDIA-A Price and Consensus
Liberty Media has a P/E ratio of 10.77, compared with 17 for the industry. The company possess a Value Score of A.
![](data:image/png;base64,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)
See the full list of top ranked stocks here
Learn more about the Value score and how it is calculated here
Want to see all of today's Zacks Strong Buys?
You are welcome to download the full, up-to-the-minute list of 220 Zacks Rank #1 stocks free of charge. There is no better place to start your own stock search. Plus you can also access the full list of must-avoid Zacks Strong Sells and other private research. See the stocks free >>.
Image: Bigstock
Top Ranked Value Stocks to Buy for November 29th
Here are four stocks with Zacks Rank #1 (Strong Buy) and strong value characteristics for investors to consider today, November 29th:
Dean Foods Company : This food and beverage company has seen the Zacks Consensus Estimate for its current year earnings increasing 3.2% over the last 60 days.
DEAN FOODS CO Price and Consensus
DEAN FOODS CO Price and Consensus | DEAN FOODS CO Quote
Dean Foods has a price-to-earnings ratio (P/E) of 12.38, compared with 25.30 for the industry. The company possess a Value Score of A.
Sanderson Farms, Inc. : This integrated poultry processing company has witnessed the Zacks Consensus Estimate for its current year earnings surging 6.3% over the last 60 days.
SANDERSON FARMS Price and Consensus
SANDERSON FARMS Price and Consensus | SANDERSON FARMS Quote
Sanderson Farms has a P/E ratio of 9.95, compared with 13.30 for the industry. The company possess a Value Score of A.
QVC Group : This seller of a range of consumer products has seen the Zacks Consensus Estimate for its current year earnings climbing 74.5% over the last 60 days.
LIBERTY M INT-B Price and Consensus
LIBERTY M INT-B Price and Consensus | LIBERTY M INT-B Quote
QVC has a P/E ratio of 0.84, compared with 14 for the industry. The company possess a Value Score of A.
The Liberty Media Group : This provider of entertainment services has witnessed the Zacks Consensus Estimate for its current year earnings surging 36.4% over the last 60 days.
LIBERTY MEDIA-A Price and Consensus
LIBERTY MEDIA-A Price and Consensus | LIBERTY MEDIA-A Quote
Liberty Media has a P/E ratio of 10.77, compared with 17 for the industry. The company possess a Value Score of A.
See the full list of top ranked stocks here
Learn more about the Value score and how it is calculated here
Want to see all of today's Zacks Strong Buys?
You are welcome to download the full, up-to-the-minute list of 220 Zacks Rank #1 stocks free of charge. There is no better place to start your own stock search. Plus you can also access the full list of must-avoid Zacks Strong Sells and other private research. See the stocks free >>.