Here are four stocks with Zacks Rank #1 (Strong Buy) and strong value characteristics for investors to consider today, December 30th:
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 10.87, compared with 46.40 for the industry. The company possess a Value Score of A.
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)
Dean Foods Company : This food and beverage company has seen the Zacks Consensus Estimate for its current year earnings increasing 3.8% over the last 60 days.
DEAN FOODS CO Price and Consensus
Dean Foods has a price-to-earnings ratio (P/E) of 13.30, compared with 24.60 for the industry. The company possess a Value Score of A.
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)
Francesca's Holdings Corporation : This operator of a chain of retail boutiques has seen the Zacks Consensus Estimate for its current year earnings soaring 7% over the last 60 days.
FRANCESCAS HLDG Price and Consensus
Francesca's Holdings has a price-to-earnings ratio (P/E) of 17.02, compared with 20 for the industry. The company possess a Value Score of A.
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UCrwGkAq/lAq8BpAKv5QKvAaQCr+UCrwGkAq/lAq8BpAKv5QKvAaQCr+VC9torAICThXoNIBXUa7nAawCpwGu5wGsAqcBrucBrAKnAa7nAawCpwGu5wGsAqcBrucBrAKnAa7mYmde0DJe79WXD9c09GS6QALyWi9l5rQmmulsrh93fXNcbydyDacFrufB4TUj2rBMF9LziDiPGos4w8J6hNza0TuF2qdMUxMOsW/F/+byUJaoUh9dmhJ7SIbYWN6/DODYqHgiv7fd6UIEnBlTtYDzfe1iIgNc875wQxSNoLTaTxTqBEEPr/1Fw2G5VFlVVeVud7bW7tdb3xGuzwUpud5qLmK+mH4zXYunipG6vFlIGS5d7rEe7mFunykUOfSKJ77OttWFeU0lAw7zm3EtX7nkubXrNEhlemwue9DwP5g7bqihL6rVYxNjj/h2kPYcwwmu2TOy33Un17D+5Ckse6jXz4uEA5cNB7ocq8Nps0FpSn9aMHPA6/5Z+6AA0b4myEr02JgrZYMj4mv4J5/u4MwzlOYP0VHOKwV7TN2l34mus1GvQ0LbCgNSaXQyr9YyxmOC1/X7fjZTJFZjVUS0uNo3fNu0A23T5oT3vnPfjTmltWL2mPhMf4jXjTjyB3NRrcDjoI7Py+Jq9b71DRF/EBK/ZA2WiozrvbZo6bXPRabA7wQDGec3X4+u0Nnx8rai2D+mHSkWge31t/ZoF69dmxKjxtajPbBO81j++ZtDuYOw4plM60mvyCL2mtceeNwjUgAAWY7zWrfsIfG5a4LVhXlM7G0c9ptdqbZS2drqfhnitU9DYdR5it7O3wcJcMVtceEFmO8NvHk29Fkm3TMO/zkPrcWrrPISt0QxalxtexmO+/4EzCE95eq/Cj+JhHoN5BtkAxHW5ejPS2pq4ug2vRSMtsDUqt82F87xx2HTzBgDwYPBaLvAaQCrwWi7wGkAq8Fou8BpAKvBaLvAaQCrwWi7wGkAq8Fou8BpAKvBaLvAaQCrwWi7wGkAq8FouZK+9AgA4WajXAFJBvZYLvAaQCryWC7wGkAq8lgu8BpAKvJYLvAaQCryWC7wGkAq8lgu8BpAKvJaLs/aaltJyt75suL65J6UFHgW8losz91oTPXW3Vg67v7muN5KqB6nBa7mIzzdov/ldDi6w41Scw3rPHx1EEP3t8mJaqFIcXoO+dCFP0yTfYAS9qVLiDmOD36PzqFT2U/hNteN9usio8Pk9+/nvJwbba3drre+J12ZP/QEstist8sdpmnZgkR+81lJHs4QMtbkQdhA3xhCfs9duCilGyuwU95fjPsO6fKjXLJHhtTlTV2NlVcntygg4MxvftrLzJf3gtX2bK7W4uAhVXpuLYrGwdxA3xjGp1+LtE/aa3pGtttrPTsEopaV1SP1QBV6bM7vtVsirlbHCRJ04cD94bb/f3242bXqoz1C3V4uLjb2DuDGWQf1QlazuGV6LDyIW+6Fa3W93AWyXqesJB3VQr0GYCEPpfZAmIhevjcBvqNurxeLq1tpB3BjPuHkDz5tqek2ruhzbOef3+LA9o+g1404kp1KvQZg+Q5nDxduqy4jHawPxGmpz0cXBqx3EjQOI74eOfkoyjtOXNA4zrOf3WmAQpEZbv2bB+jU4HHoMtVuVVhp8syteG4HHUJuLdqu2g7hxEJN6TZw36PXawZxyMs7xsHoNIIy/MTuftsbqpcilSXitQzZUPU9qcLERNw672rRecz7j2nmnHq/pZrMGzTqvuR3hvvE1gDC+xix+QPce5YDXOo50/ZrxlIC2t7mHeBrh/GpVkD7HudVrM+35uPlQgDDuEg712RoozfDaCExDbS6KegDNt0NoYwRn/XdUAFnBa7nAawCpwGu5wGsAqcBrucBrAKnAa7nAawCpwGu5wGsAqcBrucBrAKnAa7nAawCpwGu5wGsAqcBruZC99goA4GShXgNIBfVaLvAaQCrwWi7wGkAq8Fou8BpAKvBaLvAaQCrwWi7wGkAq8Fou8BpAKvBaLvDaRGgZMXfry4brm3syYmYMXssFXpsIlel3t1YOu7+5rjeS6TdP8FouhueH2ruNSkupA2Yjr9J/rv6b0BJtg1fsvbHdqhQvJmWVKsXhteOjNxpD2kFrGDHtHq/t93VGQUMoqkDIe2+OspMQIhiU9z5ZNoo3N3tMrFSM19rsx77XFXNjXY6kju21u7XW98Rrx0b3tnuip6QdrPyz/n8OeK1O0utiQb2OqrP1jGCXootGHmy2+Dyq0bWZeHYnFbRhRAxo/4211+t9XXE3Jt6j6TVLZHjtyOhtZtIOvTncDnjNDJ6S06XqwmxxcWHkvY+p0jqGe223KsuqKouiqLZy5J2deOyU7duq+yR0yiK1QewoCBu1s3SBo9adu9mj4kuNuzGx0Uv9UAVeOy56pdRvraieBV4z0Wo3jdvNpq3L2ifHxuspBvVDuyTP5jkxorjbaD7SQ9y7rb5xLDHzWNzYXsXXNRCz4sX2GXVj4lmo106KbdVk0/pGyvp2COcmK/CaTk+HUnfZ5qJYXG3aAbYRhhs+byBGr4t1vfHPv9ujK31cP6iTi8fKJ9ytyqJa+Ruabq7gvEHUjVkvRkG9dkLodb34cRjcQf9kD4PXFLdXix5BWV5TQ3GhUTkv4/Le7fJH/viyJaIGX/3Vk5KQOJYhD3DsVqURDW+jHxXqX8TdmHPKBm39mgXr146O3pEy/w5Na4sbAsZrNbdXi343OfVaeFQuzDRei6jXtBZjtBHP8PzQes17E3390KE35v4AJ4djKrtNeHaIr9Rq8No+plLr9hPH1zJ6zR5fc4bftcquO69zFa3uGz6+dojQq/91Rd9Y+LcDp4ExLOIdYTN3iBxU08BrA1ZpmPrqKjZ5sqGHqbzWOx+qTCdObhbCoSPmQ+UPVEGv0quKvjHKtXOge489wwv2Dqopi21CBK/Vy9J0akUJ6zj863Knmzc4L0xpPRi0BnHgtVzMwmu+vxHIfy44a/BaLmbitelKtolrPzhn8Fou5uI1gMcHr+UCrwGkAq/lAq8BpAKv5QKvAaQCr+UCrwGkAq/lAq8BpAKv5UL22isAgJOFeg0gFdRrucBrAKnAa7nAawCpwGu5wGsAqcBrucBrAKnAa7nAawCpwGu5wGsAqcBrucBrp4wWFnO3vmy4vrknLOY4wGu5wGunjAr3u1srh93fXNcbCffLDl7LxfD8UHu3Ud8dq387o36tESeLyu6Wvpl+uvSV5tX0/tJ6X3XgVsU7lUJLleLwmoH9dovxGQfpeStLI3SQxUy9ZiUVdEEFnqSCLgRByzzoPSrIoLz3yb4otvsHbqQBDY0xUwf1ek3aYTKvtV8M3vdL63/V/luSv3zc9trdWut74jWNOnSl+xV274wvZUr4jZsZaBGNZ5Zeqy2lXKTFSYkJx3pgVbdv31F9xOdRTRgup/6BOxlnw6PMsnuts1XPLy3iVYfjTd1fjOk1S2R4raauscqqksJnvQh7yPG1IebmtbrGWlxcjE04bvd+xFxkLQG0rKqyKIpqOyBnz8yp8/wDt1uW21PrNratqr6Hdrtwuhiv2f0LK5ovkE+q9S17vBbxqnvi6J1/SFI/VIHXanbbrfWWRnykiTEWfUm1DrPz2mZzuw+IqCcK1JM1OiZAdFA/VPW23DhOKxfZ7lYZdZiq8EONw4pAVkpoDzDi3oXcZPO1uENWnptvH+pPlmUppZ86v6jALy3yVftuVT479doQzI+Yolxt21+2ZLhtVZRl6Q6lte9QXKdibl5r8HgtFJHcjKYJT8cHK+sMnzfQFaXaSm/QupmfPehDT9tP8pZ4P97bkLaL99k6bFuVq209bC+dSL+j4LxB1KsO1hHCcdRr8VheK7Tm6L4f3s9h/cOU8TUPktdurxb9VZdTmUUdJTFN3rs8LGb/O1du0puXv3EYh+uNzCxlevsXvV4zhGFtrWci63uWxu71Y3t6kRGverjX1Po1C9av2Tj1mvOO+9A+6hhfi8Hx2u3VIm7s3xlXG1Gq7ff7qbwWUa9pjcSclZJ7bvYHpnN2o1/8MK8F6sqVVrWtpCnJyFGbAa96iNcgHu87hdemxvTakJqr89roSq1mIq/Z42vi6HvzL1c/725V2quDnB5n12nQZTeh16TxtfqxMbJWSoHIcV6LfdWhf2ITzkfPEvP3Z3x8iZ+++tuqTXjTD+1H91rv8Jje97y9WtT7jhtU05jKa73zod6Rd3ne05ih3BrzUMJ43wO95s6HdhuduQv/Wby/tOhXPXQ+FOKxf7fdWy7WYHJzFtuJH7zWLbltUevTlLfcFbi+o+Lh76geirgiYHrQ2gkyU68dAXjt4ch/C3B614CpwWu5wGsTkLxke6SaECYGr+UCrwGkAq/lAq8BpAKv5QKvAaQCr+UCrwGkAq/lAq8BpAKv5QKvAaQCr+VC9torAICThXoNIBXUa7nAawCpwGu5wGsAqcBrucBrAKnAa7nAawCpwGu5wGsAqcBrucBrAKnAa7k4Ta9peSV368uG65t78krgmMBruThVrzUhTHdr5bD7m+t6I/lycCTgtVwMzw9VO9QpdPZuhS/PovluROkQ4wArdkA8mZSbqRSH10DAyQ/1N+7uAH++QdTXF8/Ua3puixNVIMWxqIQDLcbATT0YwqC8dyNzsZVU5NdTt19k3XNI3eKM3CBhb9trd2ut74nXwMFuV+Yzwna1WQ4r8+b4GMzSa7XJJBc5scfWZu156+HgbKr4PCqrjnITFUOYWWXegq4oirKqjB3EvBLTa5bI8BroyO2qwRdSrTW7nvzsEHPzWl1jLS4u3Lx3r9X0aCpV6Dn5yBPlUfV4bVv1511ax0qxeNZO2610TklsUj9UgddAx9OuDgcrfdt+IhyB7BOiwey8ttm06Z+2iLyJoMbOhs/23cZ0XjMDg5uH4vhafyh6cH8p59E+JfUaDKXnozqws+A1rxBN5ua1BsFr/pqrz2vjIpLHzBt0Y16R9ZqVnh0+xNlBaFbUazAUt+FFhn87DTAy7P2A1wJb5Kdsr91eLUZNG4zIe9eH8uO9ZuRoT+A1tX7NgvVrIOO0q1BL9Htttyojw94PeM27wfecM642olTb7/djvKbPUEZ6ze6HPthrAEMZ1q6keYMhlVoNXqsRh82EJ7UDR1dqNYO9ZiwpewyvDVhLAuBlYLsS1nlEDqpp4DXxZwthnce4QTWNoV4zk8fldbnukdZH3iCvUa7BFES0K3OTWryrLVnrmyGzwGv7/V4s18xNavGutmTNZKL50KkxdTgEtAYny0y9dgQ82t+Hyn84kOowgCMAr+Xi8f7ufUzJNr7MA8gPXsvFaX6fB8ApgNdygdcAUoHXcoHXAFKB13KB1wBSgddygdcAUoHXcoHXAFKB13Ihe+0VAMDJQr0GkArqtVzgNYBU4LVc4DWAVOC1XOA1gFTgtVzgNYBU4LVc4DWAVOC1XOA1gFTgtVzgtanRMmXu1pcN1zf3ZMrMD7yWC7w2NSoD8G6tHHZ/c11vJANwVuC1XIzJDzV3G/V1tt0XRppXCp9sigiX5sq9L7D3Do0AGw0p21QpDq8dF8PT0aKOasFrHYHwli7OQMs8uL1aFMLmSAblvU/23bVKGnpicn+M2QRea79XvO8Fxtyh/B3lttfu1lrfE68dE3USS6hFbSt3h/6jFHitpVaX5DU9eqoLpNrvNxcPiNkbkEc1Yd6dLg2nSgpc5MG3YBZhgRcYd4dipozpNUtkeO1IqIvwsqpCLWpbFWVZ2h9rfUdp4LV9W3gtLi6CYXs1XUxVMHK0n+Fe263KsqrKoiiqrR0M6vYm7bCyZqPexQvkylu9PzuF2381ubTU4hJ6vBZ3h6LYpH6oAq8dCbvtdnfozXw3W3jUUQZ4bb/f3242t/veENH93ijdbq8Wj5Mfqvpj+r/0bjetu9ZtNB8pAxj9N81edhq3HtxYrna9Z9YsI1ZS4XhmvcMZdYfiWajXTopg/nc7Dsv42hSEvdaMpimXbc4zgOQAAAtXSURBVC6KxWIxdnRtzLyBrij1Bvd6RNvDE53X6kN4rj1WnVA+szkUJl9BqC7dEi/+DoXXTb12QngN1RbseG0qIuq1bnzNyHsfM9I2NO9drnqMcszY0xVHMBHUlqZ5rOE1UUldbRXQY88LjL9Dj9fU+jUL1q8dHZ5m0LUAvDYVMV6TR9XGDLVN47WIes1tMmKBJZoyXK9JiKVbuB869A6NO4PTRG4G+siu9DGJ10Zwkl6zx9ecIl7zlXbe3ao0hvi7Q63hNf/4mik7bXxtrNdi77Dn1wSnAOvXHg2f1/S1HWq2QNw4hKm81jsfqkxn1zfGh6OpjHbbVivi3PlQ7YT986HB/sVh0B0eKNdOHrMZCG8nXpsK02t6DaatwO12EDfGM6+/oxKk9RDQGgTBa7mYl9d65gQyngvOEbyWi7l5bbqSbeLaD84QvJaL2XkN4NHAa7nAawCpwGu5wGsAqcBrucBrAKnAa7nAawCpwGu5wGsAqcBruZC99goA4GShXgNIBfVaLvAaQCrwWi7wGkAq8Fou8BpAKvBaLvAaQCrwWi7wGkAq8Fou8BpAKvBaLvBaEC2E5W592XB9c08IC0SA13KB14Ko0Ly7tXLY/c11vZHQPAiD13IRnx8qZ9fFMn3CiZ2ocjgcugjl8OW8KURR4e1KcXjtSNFbr/vdn07aVLOLnqjhpGxome8DWvL5e02LIZCTpEy6NHfnGLXNzDgYE26wH5PbckSoIPgGOcbUZbzX7tZa3xOvHSnxX9De5ZZ1j3arUttYrnZG0xj05e/n77X4zOIuYqp7dHu10DYurm6NQJcxecgtJ+01N8I97pu5x3rNEhleO06i43SscEgnFdbNqx345e9n77XoaE8tOM+owtoTqI36g+HxeopRXtMrefUZV1ZVWRRFtd2tyqJatQW8VuR3TcR+9qBX/Kvu2j25eXrbDAR7qrNI8YDdk1VkP1SB146SWPd4W0znRbteG5rUc+5ei3XP7dXC6nE2Yuu8aNdrDynW9sPG1zTZaA/VJ5v+0ac1DPcTz33W7gU4IfKhj+BtVRRlWTo9UjtBWcprtq5LvXYGbKuiLJ3PTQf3o7tt9FYMtmr7w5N6zt1rm4tisVj4RtcU7jhZO5imHWSMrz2sWNs/uB+qV+zte24/dr3mPGtoS7lGDG333IXVgt3r2ncrXpd67fQxyjB/gWW38K4N6Z/RwgFtgR/TMs/ca0YZ5i+wbK1tLlqhaeNr0gHttMOIwm2U14xqzjTFwfNYFE372N+H7DqioWYkf/R25WHhuVvzurLX1Po1C9avnQLeOt9uMuLnn3WmxmpOg/dz5l4z8A612VoTx9esMzVWM4fehjDca/bn4QRe89RrZqsatG5DrtecZ3vrNThtvO+p/USP19ouqDGC0d9a8JrwRI/X2i5ot1v05ITGcK9Zw2uTeE0cX9MFOtpr+nPCPfSNr8HJYU2Rx5Vr9uir9WTXnaVe09AmOf0jYvLgmrcf2nVnU9VrAlbXrlxttR7dQ7ymj9BWxnRB33yov5W686HOuJ523XK1ol47D7TG27UKs76Sqi1pXa58KONrLdqy3E49Zn0lVVvSulz50InH13JCfxDOhLP32tFyHF6L73ICnA54LRfH4TWj70CxBmcCXsvFsXgN4PzAa7nAawCpwGu5wGsAqcBrucBrAKnAa7nAawCpwGu5wGsAqcBruZC99goA4GShXgNIBfVaLvAaQCrwWi7wGkAq8Fou8BpAKvBaLvAaQCrwWi7wGkAq8Fou8BpAKvBaLmbmNS2H5W592XB9c08OCyQAr+Vidl5rwqXu1sph9zfX9UZy82Ba8FouYvMN+r7sMS7Hos7RkMMTBn5HbmzCqYmUB6oUh9fmhBF5HL1D71EGeG2/31uRx6HnrZQEOQMhisg8Kjd5uOcAcVsTDzROSUOu7MX22t1a63vitfnQG74t7jA0shuv7bXUKj2+SnpeS0zWE5c9h4WJztnreSdjvOaGME7BA7xmiQyvzQYtG0huP+IOvUfZ4DUjYkpMzDMiqPr3iCQ+P1SPiVLJdWqf3aosqqrSOq1Out1hW3UBjYE2oYLMVqEQv+aBcRXLvcJ1pH6oAq/Nhd50d3GH3qMc8Fp/uruBUJvppVs88V4TEkC1GCk9VrjVi3USFS4rjq9p2cXaaXq95g8kFfVJvQYHvPaIDPGarbBm3C3h+Jq2SX53nSDiamudpMvMDtRropjivSamu+tQr8EBrz0i0V4Tst/VQQnH14x3150plexitwOxqgpcd4TXjM1Cu9PWr1mwfm1G4LVHI85rt1cLf12WdHxNjV3JVpLec32bprWkXmuvJGsN4HA4MG/wiPTNGwQqNfcM0YxY5yH29bTxtd2q7MbFuuE3oabyXNgeX9PmA9S5Ta8ZCttWRbVCaxCCdR6PRs86D3FeQN/19mox6bxBYNWsO9fpzod2Z6m2ZvUkr8s1Gk9RFEVZVYY16zOvKmn2wrjDTogAPtw5fatvKezg2egFr+33e22JrbHqtpZVt/y2MHYS1+rGc8x/RzV2ndu06+MAxoLXcnGGXkNrcCTgtVycl9ecLilARvBaLo7ZawCnDV7LBV4DSAVeywVeA0gFXssFXgNIBV7LBV4DSAVeywVeA0gFXsuF7LVXAAAnC/UaQCqo13KB1wBSgddygdcAUoHXcoHXAFKB13KB1wBSgddygdcAUoHXcoHXAFKB13KB17Ki5cjcrS8brm/uyZE5C/BaLvBaVlTu391aOez+5rreSO7fqYPXchH0mh5EkOKLa6WgAyFQ+QF0wQrqi+mtlxIIrprwi3eN3BoNKc9UKQ6vJSfwFncNRso8iAjZO+C1mv6oArWH/nx32IhgZL/XjMidLgdqAFFek3aYTChbLeSlXO12q2q1c/JGvS100i8U14MGO2yv3a21videS0xtKV8LbNuFkTDpbAyC14xoqc2F6CgxsKrbVwys6sPnNed9c+Ls+sntNaNYqwNNK+sVBGNGpw1KEIN0Ta9ZIsNr6ai7ClrkWQDxnSMXOQ4j/FMMEBUDRsdkhup4vBb+ONL6dEYYslWi115otwuni/Fa11d1guX1IlJoZpqzVAC97bVtpY6Kv3/35e9WZVlVpfrZF9Hm/EuQ+qEKvJaO3XZrtSbvntIHeuSnPF4zkRJExUB4T4JyPH6ved82zXldXLJ2gHpYK6n7l+40IHd8rUsEdQ5rH+pPlmWpLiVozexvCnrtOofx9y+9fKObbiabdrcl/RuiXstL2GtNozFblrjRA17TkTuUotc2F8XiaiONukUywmvifpK39H/WYgPqrdeMHdprtQ7bVuVqW4/HSycS7mi3qlYrLTRZG/Madf/6Lcl7Gr9H4ZdKvZaXmKEG8SOZ8bWB3F4tZEH5vKaG4jyjcmFG9UONOkvoyGn9RLeIsc4T9JphAmtrPcVYq0kalBd7ptVqZ5xHjPLuu3/35XufNT7YRa+p9WsWrF97DKKGUBlfeyi3Vwuvm/z1WnBUrofoeQOjH6i7zHl3jfmjh3nNU/tsq6JaaVXbSpprtAbi6lvXvSbPUPbdv/jye1+p95cFWcFr6fFWag3SvIGhsim9Vpcd6p3TfrLGl9yO2IRek8bX6sfGyFopTWraV2/XebSDYsaSsvj79758Y02MUPGRQ3+E+N4TvbGpsVtxYxC8FrNKw7fOQ+uHDh5hC67LFec9jRnKbdcufPOJgQY0Zj602+jMXQTPbq/LdRpm7P1LL99+Iepc+iUo144Pp42Yn+T+ph/3CYXXNhfWzKC4jkPtJa/LnW7e4Cxw1OWu83hE0Nr8wGu5OGev+YfQMnBEtwKPBV7LxXl7LXIYZD73AY8KXsvFmXsNICN4LRd4DSAVeC0X/x9uyGzbgVK2owAAAABJRU5ErkJgggA=)
Bojangles', Inc. : This franchise of limited service restaurants has witnessed the Zacks Consensus Estimate for its current year earnings soaring 4.4% over the last 60 days.
BOJANGLES INC Price and Consensus
Bojangles' has a price-to-earnings ratio (P/E) of 20.18, compared with 29.10 for the industry. The company possess a Value Score of B.
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)
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Top Ranked Value Stocks to Buy for December 30th
Here are four stocks with Zacks Rank #1 (Strong Buy) and strong value characteristics for investors to consider today, December 30th:
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 10.87, compared with 46.40 for the industry. The company possess a Value Score of A.
Dean Foods Company : This food and beverage company has seen the Zacks Consensus Estimate for its current year earnings increasing 3.8% 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 13.30, compared with 24.60 for the industry. The company possess a Value Score of A.
Francesca's Holdings Corporation : This operator of a chain of retail boutiques has seen the Zacks Consensus Estimate for its current year earnings soaring 7% over the last 60 days.
FRANCESCAS HLDG Price and Consensus
FRANCESCAS HLDG Price and Consensus | FRANCESCAS HLDG Quote
Francesca's Holdings has a price-to-earnings ratio (P/E) of 17.02, compared with 20 for the industry. The company possess a Value Score of A.
Bojangles', Inc. : This franchise of limited service restaurants has witnessed the Zacks Consensus Estimate for its current year earnings soaring 4.4% over the last 60 days.
BOJANGLES INC Price and Consensus
BOJANGLES INC Price and Consensus | BOJANGLES INC Quote
Bojangles' has a price-to-earnings ratio (P/E) of 20.18, compared with 29.10 for the industry. The company possess a Value Score of B.
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Learn more about the Value score and how it is calculated here
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