NobodyReally
Superstar
I think based on my age and body type, I'm shooting for this:
Essential what physique are you ultimately trying to achieve?
- Thread starter semtex
- Start date
-
- Tags
- bodybuilding gym
U should contact her surgeon. Only thing real about this chick is her eye colorI think based on my age and body type, I'm shooting for this:
I think based on my age and body type, I'm shooting for this:
Let me know when you're done!Yea I had myself gassed for a minute till I saw pics of myself at the beachChicks at my job think I look like this under my shirts. If they only knew my "pecs" is mostly chest fat and my gut is
But I
KEEP THE LIE ALIVE!
Im gonna be flat chested by the time this cut is over
NobodyReally
Superstar
I'm talking about body type. I already have her boobs and hips (all natural). I just need her stomach.
Mosé de La Rogeuz
Inquisitor
(none of your business)
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40 inch hips are good money at 26 inches. U will lose inches at both tho
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Mosé de La Rogeuz
Inquisitor
Nice goals you have here, although December was a little too late.
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Piff Tannen
Superstar
2015 here i come
Bledswole
Slappin and clowning chumps for fun.
Short term goal............Patrick Willis: 6'0 240-250
Long term goal...........Simeon Panda
6'1 220-230:
http://data:image/jpeg;base64,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
Long term goal...........Simeon Panda
6'1 220-230:
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7LjG5HOALtw0B52Ux7EvvRQ+H1ULYpU9Y5rBz9LqdNnqTqqeJnJoWjjJ7pl5bWYZFar0j4D9qpHZReSPts8viHmPkFtSs8ZB+zzW39W+3jlNlrktRhi8ZyxXVBHYsCb7is3sjhwmkuSRYEixLRccrd/wAl7psOp8rnEuc7jf4r9x3WWR2SOV4A/wA36LBKzrEenGvvWSXsDjBzGmkcSRcsJ9bf5yW8qI4XCKugIO+RoPmbKXFo48m49mTkwUZavsIiLQZgiIgIP6YKm9eG3+FjfcX+pV/gzc9Jcbx7rW+ll98SkOv3R6NAWR2RrQYnMvbTn5rz71+R6fHf4GRhLnNyjjo4cDqBfx4+CkfZGiMUGU3vm38xYWsFGeBVHbcLb/hv4m5Uw0I7DfBS40fy0hy5fjhXWC2zxsUlM597PccjPzO0B8t/ks6or6cTnFNEHgE53hpNs1soOp0Jsd3eeS2y8MEfSI8UpjJK5wuHcNNbjdfvP1Wdopuvo3M3uaQ4Dj3rG4Q+YPDLB7mgktcHXDblrQ0gF7gbXzAEAW0uVkXSMp533cGE2e5hvljLuHWAZbE3Ott6x2wkzfTbBe9aWVFHa/iFm8MqSCRxVrLT3JLBe7iSG9rKdBazbq5ooXg/A/8Alf8A0VLT/Y0KUf3KtW7MOO9XcY6qnJ3E3VNsR3uBaAQSXdnTzX2oq4pnsYJYy03vZ2a+UC40uB8Tb3I3qPwk/o67IJds87NuZFM2aRmcsAkykXAF7uNuLgzXXj5KdqedrgCCDoDpyOoXPsW0TJJWOjjyxuAGZ1z2XvfAN2je2G773Dtw1UqdHjXNj/aAgvDbF33rNPwi+gy2dlGgLiOa20qUfTBfKMv8TdF8IvoV9RaDKc87Q0YgqJoh8LHuA8Lle9mpMsoIA8VcdI37OumaeJzeTtVb7HyNc7K64I3EcuS861Y2erVLUjLT1BfXQA6Ays03/eHE71Nqhg0VsQpQTq6VrvAB1/oplY64BHEXV/G8Zl5fqPSIi1GQIiIDnXpHdmxKW+4SEezVf7K0Lmtc62hGix/SVFbEZ/z39QD9Vs9PUiKha4HtOYA0ciRYe1z5Lz7vT06P8TAUFUTVty7s4A7wDr6m/qp+pR2G+ChLo9wczVLX27LTfyGqnEBXcaOLTPypa0j6oI6fq4Oq4Ih/04sx8XuOno0HzU7rlHbPFvtVdUz8HPIb+RvYZ+loPmtLMqKGGbQSwOHwyAG4a8ZrHmCdQe9ZuDF6GVr+sY+KR7s+ZxfKzrNMt8pzOaCB2SLaLTivbOCjhI2mTBYtzKymJDA1pe9sbhI/Sdxu3M67SS27tC4rJ0uGNY2pdFJSxukjEcLRK0Ws3tPcRpmub37gtEnfdzj3lfGFcwG6y4dTtDWtfh8YYYsx60F72MOeQOyNOpc1vO+t91lSqHUTHvM0jpi50jnRRsc1o6wxkDrHFt8vVt1Flpz3K4rX3dfm1p/SLpgM3UbSgG1PTxxauIe79o8ZnFxsXaN1N7WIUh9EWKvnqbyvc94YQC4305Abh4BQ0tz6LsYFPWxlx7JNj3X0PzQHSqIisIEU9NWAkhlUwbhkf82n5j0Wg7KVGWZl+dvX/PddFYpQMnifFILte0g/Q+IOvkud30DqasfA/e1xHjbcR4jVZeRHrTZxp94bftPLkqIXt1LbH10Uu0jbMYOTQPZRXVUIqJKcNNnP0PflBcfkVLLRYWXON9jl/SPqIi1mMIiICBuleDLiTz+81h/SB9F6xYdXTRC9zl+gA9vmrrptjy1kT+cQ9nuH1VpWw9cIMuoys07zYfNYbl+R6ND/AAJJ6M8N6uka8jV+vktvVvh9KIomRjc1oHoFcLZCPxWGGcvlJsxG11f1FFUy3sWRPI/NlIb7kLktoXQ3TnivVYf1XGeRrf4W9t3uAPNc9EhGcR8X1jrEXXxU5Ch0qv3nxKNKpTOs7x19dV8ZJqgKxKqVB1b+VvyVAyL3Oe1bkAPQLgPoV3h0mWRp71aWsvcR1CA6x2WruupYn8coB8RoVlVH/Q/W5qZzCdxDh5ix+QUgKS8Iv0KHemTDMlVDO0f6oyk/iZbX0I9FMS0jpdhBog+wuyVpHndpHv7KNi2LJ1PJo1zCZ2makvvDXEEcHAAXtxBvbzUshQZhjc1TA1pscvZHee0PVTlG64BHEXVHG8ZfyvUekRFqMgREQELdO0o+0QD/AOL5vNvksXsXMOupgfhztae672ke4sth6eaQE0r7do52nwGUj3J9VpeDMOXiLWsQbWtx/wA5LHe8kb+Otjh0ghWq7EbT/aWmKSwmYLn8bd2a3A8x3ralqjJSWoxSi4vGQf8A+ISuvNTQ3+FjpCPzuDR/sKiTKtp6TsU+0YpUuv2WP6pvcIxkP6g4+a1dDp8yqk8K54KhIQgKc40ae63p/YhUgsi4AgMdusPEOIvf3ssdMwtdY+XI94Q4yrSsu8cv8+unmgcb6715BsLeqqTjtu8T80BcQv5r6RYqhGq7guHSYeiDEgHsF9/ZPmNPdTMub+jSqDZbcWua/wDlcCfZdILsTkjxLKGtLnEAAXJO4BRNtxtN9rc2JgtCx17ne91iAbcBqbeKynS5i72dVCx1mlrnyAG1xcBgJ5aO9O5RdgleJHODueh4f5oqLpvxGrj1rqT/AOG17M0mfEICNwI18P8ALeamuJmUADgoq6Nobz5t5Zoe7UH6fPkpYXeOuiPKf5JBERaDKEREBEfTlVAPp2cmucPNwH/atMoK4MjcTvstk6f4ZBNTSZT1RY5mbgH5ibE8NPqtY2bmge29SS2JgcZC22YANJGW/EkW3Hesl8dZv40sRf7EbR5auA27Rka3+GQ5Cb+B9l0C91gTyF1y9VzsjlgmiibTtliErY87pHMIkeGPcXajMGtdy1uAAV0h9tEtH1w0D4OsA5Zo831VtS+OoovfyxnJVXOXyPed7nOcfFxJPuVSuqbCvoKmVHuR25UHlVHKk9dDL2Y9o+P9lbVY0B71cVB7R8SqsOESzQTzsA6umDHSH878jQPc+AQGNVaoPbd4qiFUnPad4lDh9YVdcArQK5adEOmc2QqclTHyccp89F1HhkmaGNx3ljSfGwuuSKCTK9p5FdWbKzZ6SB3NgRenH4RLMXV2OPp5ReP7Q5rtd8ULSQzwOTXnmKuek7AaelmjdTRCLOHPkDNGaFoaQ3czUndYLJbbUVTQVDaymb1mZ8jnOLdIxJ911rmxJ0Nrad6j/G8cmrJHyS5b2a05ZGEANHZYA03Bc7hzcs8k8aa+zZBrU0+sMhsZtS+GpDyOxmd1lhq4EANb5Otb8UluK6AgkDmtcDcEAg8wRcFQL0f4CamqYy37KI5pDwcRo7Ub9+TvMkhHwBT8FbUsRRc9YREVpQEREBYY7hEdXBJBMLseLd4PBw5EHVc7VuEy4ZUPpp252uaS02uyRl7ehGh5G66YVtVYfFIWmSNjy34S5oda++1xooTgpIsrscHpzLQ4EzrgWudLCQLuJaHtO7K5g1aLaXFxbkujI6csoBGRlLacNI32Iita/Feo9mqRsnWCmgD/AN7q23+WiyUzMzXDmCPULkINa2yVtqkkksOLmbh4L0CkrcpI5Ej0K+AqRWVnHRUHDVVGleBvHigZdzNuT4qa+hrZ9k2FVbJB2alzoyfwhgAI8C4nxChkt1XUHR3hn2fDqaMixLM7vF/bPzt5IgzlbEMPfBLJDILPjcWOHe02PyVGX4j4qUenvAxFWMqGizahva/+yOzSfNpb6FRfLvQH0N0VRh0XlgX3ghIqwu1XUHRnNnw2nPJpHo4hcuRldKdDj74ZH3OeP1X+qL0i/DdyFiarZmjkcHPpoS4bnZACPMarLIu4cTaLegoY4WCOJjWMboGtFgOKuERdOBERAEREAREQBERAch7X0XU11VHuyzSW8C8lvsQsOpR6eMAMVYKlo7FQ0XPKRgDSPNuU+qi4qJI9NX1g7Q8fqvIVSnbdwHMoDYdn8NM9XFCP+pI1p8C7tH0uurWNAAA0A0HgoG6GsO6zEXSEaQtc7zd2B/uJ8lPSROMjzpywvrcNMg+KB7X/AMJ7Dh+oHyXOUo3eXyXXO11D19FUxWuXxPA/NlJb72XI03DwRnV4e41WgpnyZi0EhjS9x4NaLC/qQPEq2YVf4Xis1O5xgkdGXCxLbajfxHuh0+0+EznUQy5f3jG4MHeXkZQO8ldHdEdKY8MhvbtF7tCCNXEbxod3Bc+YdSzVk8bC58kj3BoL3OeRc23uJK6rwqhbBDHCz4Y2Bg8ha/nvRenGXSIikRCIiAIiIAiIgCIiAIiIDUelKgjmoHCRuYNe1w1Isb2uCDfcSPNQrFs3TE6x/rf/AMl9RcOnyXZymB0j/W//AJK4wjZ2mMzP2f3h99/P8y+ouAl3o8waGDrjEzKXZbm7jf4v3iVuSIpI4CubsR2ep85HV7i63bf+8fxIi4zqPFPs3TEf6f63/wDJXH/pumAP7P8AW/8A5L4iHTa+jXBoWVkbms1AcQbuNjlPMqYkREcYREXTgREQBERAf//Z
Simeon is unreal brehs