![Professor of Mathematics, in his office in Kretschmar Hall. [4404 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 "Professor of Mathematics, in his office in Kretschmar Hall. [4404 views]")
![Math professor from 1968-1990 then Associate Academic Dean [4308 views]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAZABkAAD/4QwORXhpZgAASUkqAAgAAAAQAP8AAwABAAAAAQDGTgABAwABAAAAoAMAAAEBAwABAAAAKAUAAAIBAwABAAAACAD//wMBAwABAAAAAQAAAAYBAwABAAAAAwBYQBEBBAClAAAAzgAAABIBAwABAAAAAQAAABUBAwABAAAAAQAAABYBAwABAAAACAD//xcBBAClAAAAYgMAABoBBQABAAAA9gUAABsBBQABAAAA/gUAABwBAwABAAAAAQAAACgBAwABAAAAAgAAAEABAwAAAwAABgYAAAAAAAAGDAAABikAAAZGAAAGYwAABoAAAAadAAAGugAABtcAAAb0AAAGEQEABi4BAAZLAQAGaAEABoUBAAaiAQAGvwEABtwBAAb5AQAGFgIABjMCAAZQAgAGbQIABooCAAanAgAGxAIABuECAAb+AgAGGwMABjgDAAZVAwAGcgMABo8DAAasAwAGyQMABuYDAAYDBAAGIAQABj0EAAZaBAAGdwQABpQEAAaxBAAGzgQABusEAAYIBQAGJQUABkIFAAZfBQAGfAUABpkFAAa2BQAG0wUABvAFAAYNBgAGKgYABkcGAAZkBgAGgQYABp4GAAa7BgAG2AYABvUGAAYSBwAGLwcABkwHAAZpBwAGhgcABqMHAAbABwAG3QcABvoHAAYXCAAGNAgABlEIAAZuCAAGiwgABqgIAAbFCAAG4ggABv8IAAYcCQAGOQkABlYJAAZzCQAGkAkABq0JAAbKCQAG5wkABgQKAAYhCgAGPgoABlsKAAZ4CgAGlQoABrIKAAbPCgAG7AoABgkLAAYmCwAGQwsABmALAAZ9CwAGmgsABrcLAAbUCwAG8QsABg4MAAYrDAAGSAwABmUMAAaCDAAGnwwABrwMAAbZDAAG9gwABhMNAAYwDQAGTQ0ABmoNAAaHDQAGpA0ABsENAAbeDQAG+w0ABhgOAAY1DgAGUg4ABm8OAAaMDgAGqQ4ABsYOAAbjDgAGAA8ABh0PAAY6DwAGVw8ABnQPAAaRDwAGrg8ABssPAAboDwAGBRAABiIQAAY/EAAGXBAABnkQAAaWEAAGsxAABtAQAAbtEAAGChEABicRAAZEEQAGYREABn4RAAabEQAGuBEABtURAAbyEQAGDxIABiwSAAZJEgAGZhIABoMSAAagEgAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAAAAHQAAAB0AAAAdAADIAAAAAQAAAMgAAAABAAAAAAAAAQACAAMABAAFAAYABwAIAAkACgALAAwADQAOAA8AEAARABIAEwAUABUAFgAXABgAGQAaABsAHAAdAB4AHwAgACEAIgAjACQAJQAmACcAKAApACoAKwAsAC0ALgAvADAAMQAyADMANAA1ADYANwA4ADkAOgA7ADwAPQA+AD8AQABBAEIAQwBEAEUARgBHAEgASQBKAEsATABNAE4ATwBQAFEAUgBTAFQAVQBWAFcAWABZAFoAWwBcAF0AXgBfAGAAYQBiAGMAZABlAGYAZwBoAGkAagBrAGwAbQBuAG8AcABxAHIAcwB0AHUAdgB3AHgAeQB6AHsAfAB9AH4AfwCAAIEAggCDAIQAhQCGAIcAiACJAIoAiwCMAI0AjgCPAJAAkQCSAJMAlACVAJYAlwCYAJkAmgCbAJwAnQCeAJ8AoAChAKIAowCkAKUApgCnAKgAqQCqAKsArACtAK4ArwCwALEAsgCzALQAtQC2ALcAuAC5ALoAuwC8AL0AvgC/AMAAwQDCAMMAxADFAMYAxwDIAMkAygDLAMwAzQDOAM8A0ADRANIA0wDUANUA1gDXANgA2QDaANsA3ADdAN4A3wDgAOEA4gDjAOQA5QDmAOcA6ADpAOoA6wDsAO0A7gDvAPAA8QDyAPMA9AD1APYA9wD4APkA+gD7APwA/QD+AP8AAAABAAIAAwAEAAUABgAHAAgACQAKAAsADAANAA4ADwAQABEAEgATABQAFQAWABcAGAAZABoAGwAcAB0AHgAfACAAIQAiACMAJAAlACYAJwAoACkAKgArACwALQAuAC8AMAAxADIAMwA0ADUANgA3ADgAOQA6ADsAPAA9AD4APwBAAEEAQgBDAEQARQBGAEcASABJAEoASwBMAE0ATgBPAFAAUQBSAFMAVABVAFYAVwBYAFkAWgBbAFwAXQBeAF8AYABhAGIAYwBkAGUAZgBnAGgAaQBqAGsAbABtAG4AbwBwAHEAcgBzAHQAdQB2AHcAeAB5AHoAewB8AH0AfgB/AIAAgQCCAIMAhACFAIYAhwCIAIkAigCLAIwAjQCOAI8AkACRAJIAkwCUAJUAlgCXAJgAmQCaAJsAnACdAJ4AnwCgAKEAogCjAKQApQCmAKcAqACpAKoAqwCsAK0ArgCvALAAsQCyALMAtAC1ALYAtwC4ALkAugC7ALwAvQC+AL8AwADBAMIAwwDEAMUAxgDHAMgAyQDKAMsAzADNAM4AzwDQANEA0gDTANQA1QDWANcA2ADZANoA2wDcAN0A3gDfAOAA4QDiAOMA5ADlAOYA5wDoAOkA6gDrAOwA7QDuAO8A8ADxAPIA8wD0APUA9gD3APgA+QD6APsA/AD9AP4A/wAAAAEAAgADAAQABQAGAAcACAAJAAoACwAMAA0ADgAPABAAEQASABMAFAAVABYAFwAYABkAGgAbABwAHQAeAB8AIAAhACIAIwAkACUAJgAnACgAKQAqACsALAAtAC4ALwAwADEAMgAzADQANQA2ADcAOAA5ADoAOwA8AD0APgA/AEAAQQBCAEMARABFAEYARwBIAEkASgBLAEwATQBOAE8AUABRAFIAUwBUAFUAVgBXAFgAWQBaAFsAXABdAF4AXwBgAGEAYgBjAGQAZQBmAGcAaABpAGoAawBsAG0AbgBvAHAAcQByAHMAdAB1AHYAdwB4AHkAegB7AHwAfQB+AH8AgACBAIIAgwCEAIUAhgCHAIgAiQCKAIsAjACNAI4AjwCQAJEAkgCTAJQAlQCWAJcAmACZAJoAmwCcAJ0AngCfAKAAoQCiAKMApAClAKYApwCoAKkAqgCrAKwArQCuAK8AsACxALIAswC0ALUAtgC3ALgAuQC6ALsAvAC9AL4AvwDAAMEAwgDDAMQAxQDGAMcAyADJAMoAywDMAM0AzgDPANAA0QDSANMA1ADVANYA1wDYANkA2gDbANwA3QDeAN8A4ADhAOIA4wDkAOUA5gDnAOgA6QDqAOsA7ADtAO4A7wDwAPEA8gDzAPQA9QD2APcA+AD5APoA+wD8AP0A/gD//9sAQwADAgIDAgIDAwMDBAMDBAUIBQUEBAUKBwcGCAwKDAwLCgsLDQ4SEA0OEQ4LCxAWEBETFBUVFQwPFxgWFBgSFBUU/9sAQwEDBAQFBAUJBQUJFA0LDRQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQU/8AAEQgAeABUAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A9Pv7wzT78hW+ViAfUkkD8v1rOfUCS7ls5PBPbjiotXucXL7UxubGMjGM/wCf1rNkuRsj/vZ554FAGneahmA/Mdmc4Xr+VQWepktjeWPGMccYH8+tZ0tyAhTDFFBGOwPWqUcptyhJIJOepwRuP9KANHWvFdhokCz6pqdtp8BOQ1zKsYY9Tyx/l7V52v7S/g6bXl0uC8uZo2B3X0cRMKN6HPzY7ZCkZYV80/FfWtW+Jvxu1WzsZHMdnL/ZltDvAYBMhuR1BkDNzz8yjtx9JfBr9jbxhqyNC8ccWl3Ijd7kOUdl7oPlAAIAz7E9iKAO80fxtpeuzulhqEd6sfG6PlScdj0PXsT1roFv2VVUvg/3u9cb8RP2ZfHvwd02G6sV0a+tlEjJJbI8MtuNwJZgxIcYB3Bdp3HcMdKXwl4judXXUUuokiksbxrZZEO4SARo27PGM7j+GKAOtN26HduIBGeueoqeC9cEkMzAZ4z+tZMsvnbflADZ57AflUkTk4J78fnQB0Kag4B3SA/8CA7UVmRzGVAxHX1BNFAGXqt6HmmkbcwL4+YcgZP+fzrN80mTGAMqSAD70azO0CSYbOBgjJGTnP8AM4/zzTyCg+c4x1U9fp+VAF0y5RuAXIJDL2/P61l65rMWk2FzeTI7Q2kbTskWCxVUJIHb8/0qcOznaBk9cYJxWfqkNpc6TdpfSCGyeCRZpZJfLCRlTuO48DAzz+NAHy/8DtXu5vHmoeMJ9D/tueadppbJW2IXlZixDMwwFG7HU52+uR+lPwh/aGt7fwjcpqOi3drd6NZRz3sMA8/7O73AiRN4wGLJtfcuVVS24jbz+f8A+ztNJ4XPijXdJuTqdhp6SCFYEYPKisiiVYjkkbZUypBPIHNfVn7KPjb/AISLw14mvtetbW31rVtgW+nuI3t3gVD5biPKsAWZiUwCTn6gA+h/it47svGfwS1rxTp+mnVdOSwuVgbCSKxGYymAdwYsoQKcZbAFfHXwrsry08KLcapG8eo3s8t3cRSRGIpuO0KFz8o2qvH58k19PeGbrQbWzs7vUIIrb92UuIWkYKnk+YzFHA3SLmMEcZYAEjnA8Ovb0397eXrxxQG4keUwxLtRdxJ2qOw5wKAAybTtweSOf8/54qWGXYARk553f5/zzVJpCz4yTt5yR3qXOOBtIA68/wCfSgDViuPJjAfBJGeQTRWeWUnJYgHkDngUUAY2uybL197MCjlz8ufUA9Pdv0qPT2UxgdCpIGfSn6jF5lxKM7QxbA5OCfbP8veviv4jfGbUviFfPbJcTWGgKTFHZIcCYbgweYZIZuFOOQuOO5IB9GeKP2gvCfhuKeC1uTrt+vCw6eodM7SQTKfkx0BwWIJ6cGvm/wCLHxq8R/ELzbFlTTtEYofsNu+d7A5/eOQC3XocLwDjIzXOwECORNxCruKjgc9Pz+voPaodkNyp3AAmQsc5HPAz09OevftjFAHb/BbxPd+C9TsLiWye40fUNsNwycM0G0iZFPY7lRx6+WtfpT4D1z4eaVpC6nZz6TcX4RVMotIvtTgYwrsF8wgEL8vQELjkV8+f8E/PBnhbxl4Y8aWnjC0+26PpEX2qcOrOVidCQEUZcMDExG3nJGOa96/Y1tPB/wASU8U2Fp4fntNTbTpLiwmmuVniihYtCgJCIRKmAN3QkFtqELkA8L8V/tXeGPF3iSa3ka6s7C3kk8u88g+VPg/6wqpLLu5wCOB15OK3tM1ux1u2ebTbq21GIOYzLbzK6BuDgsCcHBFfGHinSJND1rULJz++tp5IGJ4JZWIPHbkdKh0PX77w/fw3um3UtldIMh4XKbwDkKw6MuQCVOQcdOKAPuAZbeTy23B5H+f/ANVOkuNjhQOVyeO1c78PvE7+MfBul61JClvJdK29IT8oZXKMVz0BKk98Z6nGa3CiKOhOOckZP5mgC8ijb/Ao9CoJ/WimRKGQHdj2wKKAOf8AiJJ/ZnhvxLeov2hLeyuLjynHB2xsSv0xxX5ywSbZnVvm38hvQ9eP1r9APj7rl34e+G/ie6g8tpmg8lfOjDqVkkEbZB4PDtwcjpwea+AvLLusbExOflVjxz0wfToP04oA3LG7Ik8tgF8xNytjqRgHv9DnH8VWraFV3kqN2eef4c5AwCcDrzxkr6CsO+vJLaKGcbVdH+YOpDqNpzntjj861YLwBN7MQgyW9MZ5J5AGMck9gaAPrz/gnB4803w18dLjTdWSJtP1zR72xuZpX2CCNY/OZz6jEBXgj7xOeMH1H9gD4r2Hgz4vnSJ/Ms7DxBLJbiB5i4gmeTFt/BubfgKegywZsbAB+f8ApuoTaZrVtcxuUfeO+MdM+h9M/Wva/B/xF/sDxLpl54dvle70y9+1WMRkm3ecPMk3SiQDLLhVGMnKgZJOaAKv7TFhHp3xv8e26JhU1q6cAf7UjMB+teVKGASR8tGrdTjA4/8A1163+1NKX/aC+IYZSHXVZVYY6MMfrXjV7O0aFQSd0oUbQflGCcc/z96APrH9mzU5tR+GQhkjVVsb6a3jCjnYSJOeT3kI7cAD3PqDAOAoyec8da8n/ZdhSP4Z3DRyKxbUpC6jdhTtjG3kc/UZGD65r1+DGS4GAORkA9/Q/WgBY0XYN5Jb6/40VMrMFX9zk4GQucD24ooA4n40WsGp+AfFwnTKLp00oUgkFkUspx7FVNfAtxBH5ccoRZI2yuc/dODgn8ec9Omff9FPHWj/APCQaVrOkyTPbi+tZbbzCNxQMpXPXnAI446V+d1rIpjeFn+zucssg7+uc/yoAZcF5NLuIpt5miQv86kqwA6j3HFU9KvzEJI2YMFyMg429ScH/P8ASttIFeN/PXftBUFXyGyMYAz3HFcg5eHJIZlfIZu/XH5dP88UAdc8m4AqT5iYO4HkjsecntyT3zWxcNCtxZahPmOTyDEZrdVcOgBVkYEg79rcY7bfXNchZX80ahGUrAudzMQOMf8A1vfvjrXq3gDwza+N/D+q2V7JABbAGAXE4hMburbpAeSxRYi+xRuZVbGCBQBZ+LGu6p4m+IOr6xq03n6hqCW128gbdkSWsLoCfUIy5xxwa86vZIDdW8UqqIJCTuYBtuDnIH9afp97cXH2kz3RuZEl8lHbdwkaqiAZAOAqgDPOAOKzpdVV7+eAvCoCcLOfkcAHkcfXv06Z7AH2J+yoWX4e6isjq+3Un+ZRgtmGInI/L9a9nYkooXBY9Tnj8v8APWvkv9lnxje6X43GifZUktNXQs0scmFR40ZlYcfNwCuBjOQedtfW7QsSxypHQjbx7n/PrQA6FAsYBZ2PXIJ/xFFTQpOEGFiK9snHFFAGJqQKXIQZUqTsBP38+nf8R618E/FPRDofxD8QWAtxAI7yR4rdACoic7o8AdtjLx26V956uw+0sJ40iPmttJOASScEHrn/ABNfNn7XPhe2is9J8U29xJFPuGnSxgfLICJJFbPYghgfXI6Y5APAljKQyRxb4ieFYoN3Qjgg/wCHfrWBqdrLbNsIBVkLKw4Hr3/D3q/Z6gyzpHvcySOwfeM8diPQHA/I+vGvfWcd3auhwrsH2NnkH1PpQBzUamMbZgzW0iEfLztz6+nB/Sup8K3cf2iSK5lhiQxGN5pV3DaQAWBAJyVzz65H1wlgdG2NwR1DA8Y7Ht+X51Yh8N3esajaWFtJCbuXgSGTaNu3e6EsByAp6dSCBncAQBbIlNPHUSSEysPTcScZ/IVV0RPJeG3u1JUhTFJngAgZGf6fpWg6CKFx0cAbjjgKOpP+fxp2jKHWFQwO5R8x6ZI469Og68fpQB7B+zloguPizp0wWKNbSOeUpt4lGxlAGAeQWDckDjPoK+ys/LtOcY5A78dPpXy7+yqCfHWoqVyP7Lf5s8/62L+f+FfUTmQLxxngcHv/AJFACm2luMOqkggDIYjNFAuRDHGjM6kKONhooAyvEdqP7QuY7xAjxXBG/p/F3/H/ADzXz7+1hrVna+ENF0RoRNeXt0Zo5n3AQiMYZsA8MfNA5UjBfoQDXpHxb+LMfhv4q+M7C68OXzHT9Xu7UTW7KThJ3QH/AFg4OBXzh+0P48tvG0egLa6feac1v9oLi5EeG3eXjG1iOxz9e9AHhp3i4aXzBEwG75SD2z1Pf+VdFFczJbKjk7HTzQWGA6/MN3P4iswWUsjSPASWAOUJ6Hp+R/wqOO8l00SK0cmEQs3yfdGTjH+e1AGrqFs8yi7iVjIBmWLuwA4I/wA9vzs+E7O58VX/ANls9Omu75YJpktYozJK7LEzbVVPmJ+UgcH1wcEG74WsLzxLq9npWm2817fXsqQQWkEbPJPI52qqIvLMSQAByc8da/Qr4K/s76x+yzq5vH8Ma54k8dapoU0N1ceHruyMGnSTOh+zkXEiqZYRCjGRd6E3DLgiPdIAfnFqsqvpkuw4WSMsW29RjAz9cg/TNL4fUw2zRALKxbajljwMev1xz7V9gftIfst/E74y+ONa8Y+GPhbceHrfVVSS7tbvUtOjX7UD+8lVUlAG7CuS2Szs5J548d8e/s1+Lfg/4a0rV9ebTwt95iTWtneLLPYspQETBeACWOGUsvytkgg0Ad1+yXc2cV/4mjlCG8aOEwBsbwgLhvX5ctHk9ORntn6OkUI6MyAIpwNh5HvjGPrXwV4P8T3/AIC8ape2Z8jUrCcq9s4J/wBl42TqM4wehHbBAr7L8L/Fzw54s05tQszOwT/WLJHtZGwGIHOXIzj5c+1AHVxLBMu4ZHJGJY2B/pRXHXnxd+zSBbXS3uI9udyLOmD6ENCDnp+dFAEfxo0sp8cvHklwkoRtbv2RpB8rKbh+Bn3OMd68I+PXgq31PwidShmWKfTGBWOONSsokZFYcc5HBzz39cgooA+fbKwnVmP7wMfmdSMBs9Mmujs/Cd34le3s7WymuLy5YRQJbRl5mdiAAijkkkgAY5z60UUAfan7I3ww+JP7P413xlf/AAnuzcLGbe28RataiO60k+WQ8kdvJ8xUq+N6ptHzBiy7gPpfwn8TJ7yyEuo/6ZJKXmV5WCTFm++Ax7n73JzwSA3O0ooA6T4dfETT/jHeayml6TNdDS7lbGRr21aCMx5K+ajSD96SwkIC9AFBxnJ88/ar+BviXx1pnh3Tfh94es9R1DStQS9WydoYY/JVZOD5jKpTeYyy5+bp3NFFAHyHY/8ABPP43oCkXgIFt21pDq1kxzjnJ873zXvmjfsUeJ/hD8AtU1TWbE3XiWfUra7lh06bzP7OtFhcNllwS29/3m3epCRHopKlFAHncPhe7O9gt2gZs4Bb0A5zz2ooooA//9k= "Math professor from 1968-1990 then Associate Academic Dean [4308 views]")
![Math professor from 1968-1990 then Associate Academic Dean [4301 views]](data:image/jpg;base64,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 "Math professor from 1968-1990 then Associate Academic Dean [4301 views]")
![Math professor from 1968-1990 then Associate Academic Dean [4262 views]](data:image/jpg;base64,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 "Math professor from 1968-1990 then Associate Academic Dean [4262 views]")
![Math professor from 1968-1990, then Associate Academic Dean [4259 views]](data:image/jpg;base64,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 "Math professor from 1968-1990, then Associate Academic Dean [4259 views]")
E. L. Mabley Archives Home Page Welcome to the WWU Archives Digital Photo Collection
Numbers and theorems are king here! Students and professors that have embraced both.
WWU Archives Digital Photo Collection : Walla Walla College/University : Departments : Math